Literature DB >> 32952936

Predicting combinations of immunomodulators to enhance dendritic cell-based vaccination based on a hybrid experimental and computational platform.

Rita Ahmed1,2, Isaac Crespo1,2,3, Sandra Tuyaerts4, Amel Bekkar5, Michele Graciotti1,2, Ioannis Xenarios5, Lana E Kandalaft1,2.   

Abstract

Dendritic cell (DC)-based vaccines have been largely used in the adjuvant setting for the treatment of cancer, however, despite their proven safety, clinical outcomes still remain modest. In order to improve their efficacy, DC-based vaccines are often combined with one or multiple immunomodulatory agents. However, the selection of the most promising combinations is hampered by the plethora of agents available and the unknown interplay between these different agents. To address this point, we developed a hybrid experimental and computational platform to predict the effects and immunogenicity of dual combinations of stimuli once combined with DC vaccination, based on the experimental data of a variety of assays to monitor different aspects of the immune response after a single stimulus. To assess the stimuli behavior when used as single agents, we first developed an in vitro co-culture system of T cell priming using monocyte-derived DCs loaded with whole tumor lysate to prime autologous peripheral blood mononuclear cells in the presence of the chosen stimuli, as single adjuvants, and characterized the elicited response assessing 18 different phenotypic and functional traits important for an efficient anti-cancer response. We then developed and applied a prediction algorithm, generating a ranking for all possible dual combinations of the different single stimuli considered here. The ranking generated by the prediction tool was then validated with experimental data showing a strong correlation with the predicted scores, confirming that the top ranked conditions globally significantly outperformed the worst conditions. Thus, the method developed here constitutes an innovative tool for the selection of the best immunomodulatory agents to implement in future DC-based vaccines.
© 2020 Published by Elsevier B.V. on behalf of Research Network of Computational and Structural Biotechnology.

Entities:  

Keywords:  Algorithm; Cancer; Dendritic cells; Hybrid platform; Immunotherapy; Prediction; Vaccines

Year:  2020        PMID: 32952936      PMCID: PMC7475195          DOI: 10.1016/j.csbj.2020.08.001

Source DB:  PubMed          Journal:  Comput Struct Biotechnol J        ISSN: 2001-0370            Impact factor:   7.271


Introduction

Cancer is a second leading cause of death worldwide accounting for 9.6 million of deaths in 2018 [1]. The increasing number of new cancer cases every year stimulates the research of novel treatments to improve the prognosis of cancer patients. Immunotherapy emerged as an established pillar of cancer treatment inducing a durable response in multiple solid and hematologic malignancies. Dendritic cell (DC)-based vaccines are a promising arm of cancer immunotherapy boosting the patient’s own immune response against their tumors. As professional antigen-presenting cells (APCs), DCs capture and present pathogen-associated antigens to T cells, resulting in priming and activation of an effector T cell response [2], [3], [4]. Encouraging preclinical and clinical studies led to the approval of the first cellular-based cancer vaccine Sipuleucel-T, used against metastatic castration-resistant prostate cancer by the Food and Drug Administration. The vaccine is well tolerated and demonstrated a significant increase of overall survival by 4.1 months [5]. Despite the growing number of DC-based vaccine clinical studies, the clinical response remains modest with a 10–20% objective response rate, urging the need to develop new avenues to harness and release the true immunological power of DCs [6]. The lack of strong efficacy can be partially attributed to tumor-mediated immunosuppression mechanisms orchestrated by tumor cells [7], [8]. The induction of the immune response depends on three major signals: (1) the antigen-specific interaction between Major Histocompatibility Complex (MHC) molecules present at the DC cell surface with the cognate T cell receptor, (2) the interaction between DC co-stimulatory molecules (e.g. CD83) and their respective ligands at the T cell surface (e.g. CD28) and (3) the secretion of cytokines to polarize the immune response towards a T helper 1 (Th1) phenotype. Cancer cells orchestrate a plethora of factors and signals in the tumor microenvironment that impair the above-mentioned three signals essential for a robust and effective T cell response. These mechanisms include: i) impaired DC maturation and antigen presentation [9], [10], (ii) defective trafficking to the draining lymph nodes where T cell priming occurs [11], (iii) diminished surface expression of co-stimulatory molecules [12], (iv) induction of an immunoregulatory cytokine production profile [13] and (v) surface expression of immunosuppressive molecules (e.g.PD-L1, IDO1) [14]. In particular, IL-12, IL-18, IL-21, IL-15, IFNγ, CD40L, 4-1BBL, anti-CTLA-4, and anti-PD-L1 commercially available immunomodulators were chosen at this stage as the most commonly used adjuvants in DC vaccination studies. The selected modulators target the immune system at different levels: i) inducing either an enhanced co-stimulatory signaling (CD40L, 4-1BBL), ii) promoting a Th1 polarized response (IL-12, IL-18, IL-21, IL-15 and IFNγ) or removing inhibitory signals that dampen immune responses (checkpoint blockade inhibition by anti-PD-L1 and anti-CTLA-4). Moreover, IL-12 and IL-15 are involved in the engagement of Natural Killer (NK) cells in the immune response. Table 1 summarizes their main immunomodulatory functions. IL-12 is a central cytokine in the immune response composed of two covalently linked glycosylated chains. It is mainly produced by macrophages, monocytes and mature DCs in response of bacterial products. IL-12 is necessary for the optimal generation of Th1 CD4+ T cells as the balance Th1/Th2 is determined at the initiation of the response [15]. IL-12 enhances NK cells and Cytotoxic T lymphocyte (CTL) functionality influences through an increased production of IFNγ which also contribute to the development of a Th1 response [16]. IL-12 also provides DCs with activation signals required for an efficient priming of T cells [17].
Table 1

List of the selected immunomodulators with their main function and their respective involvement in the different aspects of the immune response. A positive action of the stimuli on the feature is marked with a “+”.

StimuliMain FunctionTh1 responseCD4+ helpCTL cytotoxicityNK cell cytotoxicityT cell proliferationMemory phenotypeReferences
IL-12Co-stimulation+++++[23], [24]
IL-18Co-stimulation+++[25], [26]
IL-21Co-stimulation+++[27], [28]
IL-15T cell proliferation/memory++++[29], [30]
IFNγT cell cytokine secretion++[31]
CD40LCo-stimulation+[32], [33], [34]
4-1BBLCo-stimulation+++[35]
Anti-CTLA-4Inhibition++[36]
Anti-PD-L1Inhibition+++[37], [38]
List of the selected immunomodulators with their main function and their respective involvement in the different aspects of the immune response. A positive action of the stimuli on the feature is marked with a “+”. IL-18 is a strong driver of IFNγ production in both NK and T cells, and can act together with IL-12 in priming IFNγ producing Th1 response [18]. A murine study showed that IL-18 transfected DCs were able to expand the repertoire of anti-tumor Th1 type immunity in association of an enhanced therapeutic effect [19]. IL-21 is mainly produced by Th17 cells and plays a central role in the differentiation and proliferation of B and T cells [20]. In a study led by the group of Prof Hooijberg and colleagues, IL-21 transfected into DCs significantly enhanced the priming efficiency of DCs and enhanced the generation of tumor specific CD8+ T cells in vitro [21]. IL-15 has a potent stimulatory effect on both innate and adaptive response: The group of Kris Thielemans has demonstrated that, by transfecting IL-15 in DCs, there is an increased phenotypic NK cell activation and NK cell mediated killing of tumor cells [22]. In another study led by the same group they were able to show a superior expansion of tumor specific CD8+ T cells [23]. IFNγ is an important Th1 cytokine, produced in the early stage of the immune response by NK cells and in later stage by T cells. IFNγ also contributes to DC differentiation and maturation [24]. An increased production of IFNγ leads to the elimination of cancer cells. Resistance to immunotherapy is partially attributed to defects in IFNγ signaling [25]. CD40L is an important co-stimulatory molecule preferentially expressed on activated CD4+ T cells, CD40L binds to its cognate molecule CD40 is expressed on APCs including DCs. The interaction CD40-CD40L is involved in the activation of DCs with upregulation of co-stimulatory molecules and production of Th1 polarizing cytokines [26]. 4-1BBL is expressed predominantly on APCs including DCs whereas its cognate receptor 4-1BB is expressed on activated CD4+ and CD8+ T cells. The receptor-ligand interaction amplifies the CD4+ and CD8+ T cells mediated immune response and prolongs the survival of CD8+ cells by prevention of activation-induced apoptosis [27], [28]. CTLA-4 is an inhibitory molecule expressed on activated or exhausted CD4+ and CD8+ T cells which bind to the receptor CD80/CD86 with higher affinity than its normal counterpart CD28. By limiting the interaction with CD28, the interaction with CTLA-4 increases the activation threshold of T cells [29]. PD-L1 is an inhibitory molecule expressed at the surface of DCs, it binds to its receptor expressed on activated or exhausted CD4+ and CD8+ T cells. Mature DC express high level of PD-L1 which dampens the efficacy of DC vaccine. Silencing PD-L1 molecule along with IL-15 transpresentation resulted a superior T cell proliferation and IFNγ and TNFα production and promote antigen-specific T cell responses [23]. In addition, so far, most of the studies focused on the role of T cells as they are considered the main players of the anti-cancer response. However, recognition and elimination of cancer by T cells is only one aspect of the anti-tumor response. The cooperation between different components of the immune system is essential for an effective anti-cancer immune response to occur [30]. DC vaccines have the potential to activate other cellular components of the immune system in addition to T cells [31]; moreover the presence of immunosuppressive cells (e.g. regulatory T cells (Treg), myeloid derived suppressor cells) or molecules (e.g. IL-10, TGFβ) in the tumor microenvironment can further hamper the induced immune response [32]. Thus, in order to improve the clinical outcomes of DC vaccine therapy, the global complexity of an immune response must be carefully considered and assessed. One way to potentially boost DC vaccine efficacy is to counteract the tumor immunosuppressive mechanisms by combining the vaccine with immunomodulatory agents or adjuvants targeting these signaling pathways [33]. These agents can be either directly injected systemically or combined with transfection methods (lipofection, viral transfection or electroporation) into DCs for a more localized and sustained release. Many successful studies demonstrate the feasibility of this approach, with encouraging results in cancer patients [34], [35]. Nonetheless, with the plethora of immunomodulatory cues currently available and the mostly unknown effects and interactions of their combinations it is currently difficult if not impossible to select the best combination of stimuli to combine with DC vaccination, without a cumbersome screening and parallel comparison of all possible combinations. To ease this process and the identification of the best possible combinations to use in the context of DC-based vaccines, we have developed a hybrid experimental and computational framework to predict the effect of dual combinations based on the experimental data of single stimuli with enough accuracy to be able to rank and compare them, so that the best and worst candidates can be further investigated and discarded, respectively.

Materials and methods

Hypochlorous acid (HOCl) oxidation of whole tumor cells and preparation of tumor lysate

The melanoma cell line Me290, expressing the MART-1 surface epitope was kindly provided by Prof Daniel Speiser (University of Lausanne, Switzerland). Tumor cells were cultured at 37 °C, 5% CO2 in Roswell Park Memorial Institute medium (RPMI, Thermo Fisher Scientific, Massachusetts, USA) supplemented with 10% fetal bovine serum (FBS, Gibco by Life Technologies, Grand Island, NY, USA) and 5% penicillinstreptomycin (Gibco by Life Technologies, Grand Island, NY, USA) and routinely assessed for Mycoplasma contamination. Tumor lysates were prepared as previously described [36]. Briefly, tumor cells were resuspended at a cell density of 1 × 106 cells/mL in PBS (Gibco by Life Technologies, Grand Island, NY, USA), in the presence of 60 μM of HOCl (Sigma-Aldrich Corp., Darmstadt, Germany). The tumor cell suspension was incubated for 1 h at 37 °C, 5% CO2 with gentle agitation after every 30 min. After that, tumor cells were harvested, washed twice with PBS and resuspended at 1 × 107 cells/mL in RPMI, followed by six rounds of freeze and thaw. Tumor lysate was stored at −80 °C until further use.

DC generation

Monocyte-derived dendritic cells (moDCs) were generated from monocytes isolated from fresh peripheral blood mononuclear cells (PBMCs) of human healthy donors collected at the local Blood Transfusion Center Lausanne, Switzerland, under Institutional Review Board approval (Ethics Committee, University Hospital of Lausanne-CHUV). Written informed consent was obtained from all healthy subjects, in accordance with the Declaration of Helsinki. Briefly, PBMCs were obtained by gradient centrifugation with Ficoll (GE Healtchcare, Chicago, USA), washed twice and immediately processed for monocyte isolation. Monocytes were isolated by positive selection using CD14+ MicroBeads UltraPure, human (Miltenyi Biotec, Bergisch Gladbach, Germany). After isolation, monocytes were counted and cultured at 1 × 106 cell/mL in CellGro GMP DC medium (CellGenix, Freiburg, Germany) complemented with 2% human serum ((Biowest, Nuaillé, France), IL-4 (250 IU/mL) and GM-CSF (500 IU/mL) (Miltenyi Biotec, Bergisch Gladbach, Germany) at 37 °C. On Day 2, cells are replenished with fresh medium and cytokines. On Day 4, immature cells are harvested by gently tapping the flask and HOCl-oxidized Me290 lysate was added to moDCs at a cell ratio of 1:1 for 24 h. On Day 5, cells were matured for 16 h in the presence of IFNγ (2000 IU/mL, Miltenyi Biotec, Bergisch Gladbach, Germany) and lipopolysaccharide (LPS, 60 EU/mL, Sigma, Darmstadt, Germany). Matured cells were finally harvested and cryopreserved at 5–10 × 106 cells/mL in 90% human serum (Biowest, Nuaillé, France), 10% DMSO (AppliChem, Darmstadt, Germany) and stored in liquid nitrogen until further use.

In vitro stimulation (IVS)

To characterize PBMCs stimulated with HOCl-loaded moDCs, three rounds of ivs were performed. MoDCs were thawed and resuspended at 0.5 × 106 cells/mL in RPMI supplemented with 8% Human AB serum, 5% Penicillin-Streptomycin, 5% sodium pyruvate, 5% Non Essential Amino Acids, 5% Kanamycin, 0.5% 2-beta mercaptoethanol 50 mM (Gibco by Life Technologies, Grand Island, NY, USA) (R8 medium). Cells were plated in a 48 well plate. Autologous PBMCs were thawed and resuspended at 0.5 × 106/mL in R8 medium supplemented with 50 U/mL IL-2 (PreproTech, Rocky Hill, NJ, USA) and plated at a DC:T cell ratio 1:10 and incubated at 37 °C 5% CO2. On Day 2, cells were replenished with fresh medium with IL-2 in the presence of the desired modulators: IL-12 at 10 ng/mL, 4-1BBL at 5 µg/mL (PeproTech, Rocky Hill, NJ, USA), IL-18 at 100 ng/mL (Bio-Techne, Minneapolis, MN, USA), IL-21 at 100 ng/mL, IL-15 at 50 ng/mL, IFNγ at 5 ng/mL, CD40L at 5 μg/mL (Miltenyi Biotec, Bergisch Gladbach, Germany), anti-CTLA-4 and anti-PD-L1 at 10 μg/mL (Thermo Fisher Scientific, Massachusetts, USA). Every 2–3 days cells were replenished with fresh medium with the desired modulators. On Day 7, PBMCs were stimulated for another round with thawed antigen-loaded DCs at the same DC:T cell ratio of 1:10 and with compound additions, as indicated above. The stimulation was repeated for a total of three rounds, at the end of the stimulation cells were harvested and analyzed with the assays reported below.

Tetramer and phenotype staining

Stimulated PBMCs were stained with MART-1 Tetramer (TCMetrix, Lausanne, Switzerland) PE, anti-CD3 PE/Dazzle 594, anti-CD8 AF700, anti-CD45RA FITC, anti-CD4 PerCP/Cy5.5, anti-CD25 BV605, anti-CD127 APC/Cy7, anti-CD39 APC, anti-CD73 PE/Cy7 (all antibodies from Biolegend, San Diego, CA, USA). Dead cells were excluded using Zombie Aqua (Biolegend, San Diego, CA, USA). Briefly, cells were resuspended and washed in PBS supplemented with 2% FBS (Gibco by Life Technologies, Grand Island, NY, USA), incubated for 45 min at room temperature in the presence of MART-1 tetramer, washed twice and incubated with the indicated antibodies for 20 min at 4 °C, cells were finally washed and analyzed by flow cytometry with a Fortessa instrument (BD Biosciences, San Jose, CA, USA).

Cytokine production assay

Stimulated PBMCs were incubated with Me290 tumor cells at a tumor cell:PBMCs ratio of 1:10 for 2 h at 37 °C. Brefeldin A (Biolegend, San Diego, CA, USA) was added in the well at 5 ng/mL and incubated for an additional 3 h at 37 °C. The cells were then washed and stained with the following antibodies: anti-CD3 PE/Dazzle 594, anti-CD8 AF700, anti-CD56 BV421, anti-CD16 PE, anti-CD4 PerCP/Cy5.5 (Biologend, San Diego, CA, USA) for 20 min at 4 °C. Cells were then washed, fixed and permeabilized using the Cyto-Fast™ Fix/Perm Buffer Set (Biolegend, San Diego, CA, USA) according to manufacturer instructions and subsequently intracellularly stained with the following antibodies: anti-IFNγ AF647, anti-TNFα FITC and anti-IL2 PE/Cy7 (Biolegend, San Diego, CA, USA) for 20 min at 4 °C. Samples were then analyzed by flow cytometry with a Fortessa instrument.

Tumor killing assay

To assess tumor killing activity, stimulated PBMCs were incubated with Me290 tumor cells at a 1:5 target:effector cells cell ratio, in the presence of a green caspase-3/7 reagent (Essen Bioscience. Ann Arbor, MI, USA). Cells were then imaged every 2 h with the IncuCyte Instrument (Essen Bioscience. Ann Arbor, MI, USA). Total green area/mm2 was then calculated using the IncuCyte Zoom software (Essen Bioscience, Ann Arbor, MI, USA) to estimate tumor cell death. Three technical replicates were used for the tumor killing assay.

Natural Killer (NK) functional assay

Stimulated PBMCs were rested in RPMI medium supplemented with 10% FBS in the presence of 50 U/mL IL-2 (Peprotech, Rocky Hill, NJ, USA) and 5 ng/mL IL-15 (Miltenyi Biotec, Bergisch Gladbach, Germany) for 8–9 h. Cells were then incubated with K562 cells (kind gift of Dr Selena Vigano, University of Lausanne, Switzerland) at a 1:2 cell ratio in the presence of Brefeldin A (Biolegend, San Diego, CA, USA) and anti-CD107 BV510 (BD) overnight. The next day, cells were harvested and stained with anti-CD3 BV605, anti-CD56 PE, anti-CD16 AF700, anti-NKp46 Pe/Cy7 (Biolegend, San Diego, CA, USA), and viability dye Zombie IR (Biolegend, San Diego, CA, USA) for 20 min at 4 °C. Cells were then fixed and permeabilized using the Cyto-Fast™ Fix/Perm Buffer Set (Biolegend, San Diego, CA, USA). Intracellular staining was performed by incubating cells with anti-IFNγ APC and anti-TNFα FITC (Biolegend, San Diego, CA, USA) for 20 min at 4 °C. Sample were then analyzed by flow cytometry using the Fortessa instrument.

Bioinformatic analysis

Data preprocessing

Subtracting the baseline. For each treatment (either single or double) the values obtained at the condition with only IL-2 (baseline) were subtracted, so that the resulting numerical values are relative to this condition. Hence, these values can be either positive or negative for values higher and lower than the baseline, respectively. Normalization of all readouts to range between 0 and 1. After subtracting the baseline, the data matrix was transformed in order to harmonize the dynamic range, so that those features with a greater dynamic range do not weigh more than the others by nature. For this purpose, the data was transformed as follows:where x is a set including all the values across samples and conditions for a given functional/phenotypic feature, and and corresponds to the untransformed and transformed values, respectively, for feature . Missing data in the resulting matrix was imputed by adopting, for each feature, the average value across all samples and conditions (treatments) for that feature, so that the imputed data have a neutral effect on the final ranking of treatments.

Construction of the single treatments network

The single treatments network is a bipartite graph with edges connecting two different and mutually excluding subsets of nodes: single treatments (n = 9) and features (n = 18). Within this network edges represent an impact of the treatment on the feature that is as least equal the percentile 60 of the distribution of such a feature across all samples and conditions. By doing so, we filter out the weakest effects and focus on the greatest and arguably most reliable changes. This arbitrary threshold of 60% was determined by a preliminary analysis using different thresholds to generate the Booleanized network and the comparison (correlation) of the resulting single treatment ranking with respect the ranking obtained without the Booleanization, i. e., using the numerical value of the readout (normalized to range between 0 and 1) instead of either 0 or 1 for edges present and absent, respectively (see the corresponding methods section). The correlation between the two rankings exhibited a maximum at R = 0.89 (both Pearson and Spearman) for a threshold of 60%.

Construction of the double treatments network

The double treatments network is a bipartite graph derived from the single treatment networks where the two disjoint subsets of nodes are double treatments (n = 36) and functional/phenotypic features (n = 18). Within this network edges connecting double treatments and features are present if, and only if, at least one of the constituent elements of the combination was connected to the features within the single treatments network.

Scoring combinations

The score for a given treatment (either double or single) is calculated as follows:where takes values of 0 and 1 if the link is absent or present within the corresponding network (either single or double treatment network).

Results

A screening pipeline to assess the immunogenicity of immunomodulators in combination with a DC-based vaccine

In order to predict the immunogenicity of dual combinations of immunomodulatory agents we first developed an in vitro system to assess the performance of a DC vaccine in the presence of immunomodulatory agents introduced as single adjuvants during the T cell priming phase. We then characterized both crucial phenotypic and functional aspects of the so-elicited immune response. Finally, we developed an algorithm to predict the immunogenicity of dual combinations, based on the experimental data of its single components (Fig. 1). In particular, for the in vitro screening system, human moDCs were pulsed with an oxidized lysate of the melanoma cancer cell line Me290 and matured with IFNγ and LPS, as previously described by our group [36]. Antigen-loaded and matured moDCs were then used to prime autologous PBMCs for a total of three rounds of stimulation, in the presence of the selected modulators, added as single agents. Of note, due to the essential role of IL-2 in T cell proliferation and survival [37], we always included IL-2 in all tested conditions and therefore considered it as our baseline.
Fig. 1

Schematic diagram of the workflow for prediction of the best dual combination based on a single treatment screening. DCs are generated from monocytes isolated from the peripheral blood of healthy donors. DCs are pulsed with HOCl-oxidized tumor lysate to stimulate autologous PBMCs for a total of three rounds of stimulation. The desired modulators are individually added in the culture medium and replenished every 2–3 days. After three weeks of stimulation, stimulated PBMCs are harvested and processed into different experiments (staining, cytotoxicity assay, tumor co-culture and NK cell assay). 18 functional and phenotypical readouts are extracted to characterize the induced immune response. The different traits to the response of single treatment are then used to construct a causality network and linearly combined into a score to predict and rank the outcome of dual combinations. To assess the reliability of predictions derived from our experimental/computational platform we experimentally validated the top 10 predicted combinations and compared with respect to the 10 worst predicted treatments.

Schematic diagram of the workflow for prediction of the best dual combination based on a single treatment screening. DCs are generated from monocytes isolated from the peripheral blood of healthy donors. DCs are pulsed with HOCl-oxidized tumor lysate to stimulate autologous PBMCs for a total of three rounds of stimulation. The desired modulators are individually added in the culture medium and replenished every 2–3 days. After three weeks of stimulation, stimulated PBMCs are harvested and processed into different experiments (staining, cytotoxicity assay, tumor co-culture and NK cell assay). 18 functional and phenotypical readouts are extracted to characterize the induced immune response. The different traits to the response of single treatment are then used to construct a causality network and linearly combined into a score to predict and rank the outcome of dual combinations. To assess the reliability of predictions derived from our experimental/computational platform we experimentally validated the top 10 predicted combinations and compared with respect to the 10 worst predicted treatments. Most of the selected modulators have been already investigated with DC vaccines demonstrating a good performance, when combined as single adjuvants [22], [38], [39], [40], [41]. However, the possibility of additive or synergistic effects when used in combination has mostly remained unexplored or not systematically investigated. After the priming phase, to assess different aspects of an immune response we have selected 18 different phenotypical and functional readouts (Table 2). Each of these readouts focuses on different crucial features of the immune response, allowing a global view of the effects induced by the adjuvants. In particular, these include: a phenotypical analysis by flow cytometry of both CD8+ and CD4+ T cell compartments, the occurrence of Tregs, CD16+ and CD16- NK cells and Natural Killer T cells (NKT) (Fig. S2). From a functional point of view, we evaluated the expansion of antigen-specific T cells against the MART-1 epitope expressed by Me290, by tetramer staining followed by flow cytometry analysis (Fig. S1). We also evaluated the killing capacity of stimulated PBMCs in an image-based tumor killing assay (IncuCyte assay), using Me290 as target cells. We also assessed IFNγ, TNFα and IL-2 cytokine release after co-culture of the stimulated PBMCs with the tumor cell line, by both CD4+ and CD8+ T cell compartments (Fig. S2). Finally, the functionality of NK cells was assessed by their degranulation and production of IFNγ and TNFα upon co-culture with K562 (Fig. S3) (Tables S1–S3).
Table 2

List of selected functional and phenotypical readouts with their attributed weights. The weights were attributed based on their relative importance in the immune response.

Phenotypical and functional traitsWeight
Fold expansion of MART-1 CD8+ Tetramer positive cells5
% Effector and Central Memory in CD8+ T cells1
Ratio CD8+/CD4+3
Ratio CD8+/Treg3
Tumor killing5
%CD16+ NK cells2
%CD16- NK cells2
%NKT cells2
%CD4+ IFNγ+5
%CD4+ IL-2+5
%CD4+ TNFα+5
%CD8+ IFNγ+5
%CD8+ IL-2+5
%CD8+ TNFα+5
%CD107+ NK cells3
%IFNγ+ NK cells3
%TNFα+ NK cells3
Cell Count1
List of selected functional and phenotypical readouts with their attributed weights. The weights were attributed based on their relative importance in the immune response. All these different aspects are important and complementary in the induction of a potent immune response. In order to compare the performance of different combinations, we merged the different readouts in a single score. However, given the fact that not all the considered features play equal roles and contributions to the final tumor protective effect we introduced a weight system in an attempt to reflect their relative importance. To this aim a weight spanning from 1 (lowest contribution) to 5 (higher contribution) was attributed to every readout. To attribute weights we followed the following rationale: we gave a higher priority and hence a higher weight to functional and tumor specific assays that would reflect the direct tumor killing properties elicited by the vaccine (e.g. tetramer positive CD8+ T cells [55], [56], tumor killing assay); we gave lower weight to phenotypic assays that reflect the activation status of immune cells but that do not necessarily reflect tumor responsiveness. In other words, the attributed weights reflect the importance of each single aspect sampled by the considered assay in contributing to tumor killing capabilities induced by the vaccine. A relative weight scale was set giving the highest score of 5 to T cell related readouts (Tetramer positive CD8+ T cells, cytokine secretion by CD4+ and CD8+ T cells) considered as the most important players in the immune response. This was followed by the phenotypic characterization of T cells (CD8+ T cell expansion, presence of Treg [59], [60]) which, although important, is not directly related to the killing capacity and was therefore attributed a lower weight of 3. NK cell activation plays a role in tumor killing and eradication [61], [62] although this innate immune system mechanism is less efficient and less specific than adaptive cytotoxic responses (CD8+ T cells) [64] and was therefore given a weight of 3. As highlighted above, phenotypical characterization of NK cells (CD16+, CD16- and NKT cells) [63] was given a lower weight of 2. The weight of 1 was attributed to the cell count at the end of the third stimulation and to the CD8+ T cells memory phenotype [57], [58] (A detailed explanation is provided in the supplementary) (Table 2). To calculate the score, for each readout we multiplied the experimentally obtained value by the attributed weight of that particular readout, we repeated this approach for all readouts and summed the results. The score was then used to rank the different possible dual combinations (36 combinations in total) (Table S4) out of the 9 single treatments (Fig. 1).

Prediction based on single treatments

In order to predict the outcome of a dual combinations, we first ran the in vitro screening as described above, with moDCs and PBMCs obtained from three different healthy donors, in the presence of the 9 different single stimuli selected in Table 1 and in the presence of IL-2 as baseline (Tables S1–S3). For every donor, experimental data obtained with single components were then used to construct a bipartite graph, named, from now on as “the single treatments network”. To this aim, a donor-specific reference graph was created (Fig. 2) and a threshold at 0.6 percentile was set afterwards for each readout (see methods) in order to determine whether a single treatment can or cannot activate the corresponding readout while filtering out the weakest effects. The resulting Booleanized version of the reference graph (Fig. 3) becomes the single treatments network. It is worth noting here that the 3 networks generated on 3 different donors separately exhibited a good accordance.
Fig. 2

Effect of single treatments on a collection of functional and phenotypical features. The chord diagram represents a reference bipartite graph connecting single treatments and functional/phenotypic features based on experimental observations. The data for each feature has been normalized and scaled for display, so that the intensity of the colors can be compared between different features. The treatment with IL-2 alone (not shown) was considered the baseline and subtracted from all readouts; consequently, the effect of a given treatment over a given feature can be either negative or positive according to their relative value with respect to the baseline (colored in blue and red, respectively). (For interpretation of the references to colour in this figure legend, the reader is referred to the web version of this article.)

Fig. 3

Calculation of the predicted double treatment score. Single treatment network. The chord diagram represents a Booleanized representation of the bipartite graph connecting single treatments and functional/phenotypic features based on experimental observations (see Fig. 2); only effects higher than the percentile 60 of variation for each feature are considered. A single treatment network is generated for each donor. Double treatments network. The chord diagram represents a Booleanized representation of the bipartite graph connecting double treatments and functional/phenotypic traits derived from the single treatment network; every double treatment inherits the edges of its constituent elements as follows: a link between a double treatment and a functional feature is considered if, and only if, at least one of its constituent elements is connected to such a feature within the single treatment network. A double treatment network is generated for each donor. Calculating double treatment scores. For each double treatment. The score is calculated as the sum of the weights of all edges present in the double treatment predicted network for each donor, and averaged afterwards across donors. Predicted ranking of double treatments. Higher scores correspond to double treatments with a greater impact on the selected functional features.

Effect of single treatments on a collection of functional and phenotypical features. The chord diagram represents a reference bipartite graph connecting single treatments and functional/phenotypic features based on experimental observations. The data for each feature has been normalized and scaled for display, so that the intensity of the colors can be compared between different features. The treatment with IL-2 alone (not shown) was considered the baseline and subtracted from all readouts; consequently, the effect of a given treatment over a given feature can be either negative or positive according to their relative value with respect to the baseline (colored in blue and red, respectively). (For interpretation of the references to colour in this figure legend, the reader is referred to the web version of this article.) Calculation of the predicted double treatment score. Single treatment network. The chord diagram represents a Booleanized representation of the bipartite graph connecting single treatments and functional/phenotypic features based on experimental observations (see Fig. 2); only effects higher than the percentile 60 of variation for each feature are considered. A single treatment network is generated for each donor. Double treatments network. The chord diagram represents a Booleanized representation of the bipartite graph connecting double treatments and functional/phenotypic traits derived from the single treatment network; every double treatment inherits the edges of its constituent elements as follows: a link between a double treatment and a functional feature is considered if, and only if, at least one of its constituent elements is connected to such a feature within the single treatment network. A double treatment network is generated for each donor. Calculating double treatment scores. For each double treatment. The score is calculated as the sum of the weights of all edges present in the double treatment predicted network for each donor, and averaged afterwards across donors. Predicted ranking of double treatments. Higher scores correspond to double treatments with a greater impact on the selected functional features. A double treatment network (Fig. 3) was derived then from the single treatments network by applying the following rule: if at least one of the constituent modulators of a given combination activates the readout the dual combination inherits the link. For every donor, a score reflecting the immunogenicity of dual combinations (36 in total) was predicted using their respective double treatments network. This score is calculated as the sum of the product of the status of the feature (either 0 or 1 for absent and present links, respectively, within the double treatments network) and the corresponding weights. The score is then used to rank the dual combination from the highest to the lowest (Fig. 3). The calculation of the predicted score was performed separately on 3 donors. The ranking of the conditions was then obtained based on the combined score of the individual scores calculated as illustrated in Table 3. It is interesting to note that most of the top predicted conditions are combined with CD40L, which is also expected to perform well as a single agent. Moreover IL-12 alone is also expected to increase the immunogenicity of the response when combined to DC vaccination.
Table 3

Ranking generated based on the combined score obtained on 3 healthy donors.

Donor 1Donor 3Donor 4Average Score
CD40L+IL2162606361.67
IL1261586160
41BBL+CD40L59596260
CD40L57576058
CD40L+IL1555596058
CD40L+IL1857605657.67
CD40L+IFNG59536057.33
CD40L+aPDL156595757.33
CD40L+IL1256565957
CD40L+aCTLA455595656.67
41BBL+IL1258545756.33
IFNG+IL1258456154.67
IL12+aPDL161485354
IL12+IL1554505553
aCTLA4+IL1252535453
IL12+IL2157495152.33
IL12+IL1855504650.33
IL1850404745.67
IL18+aPDL155324845
IFNG+IL2151265845
IL18+IL2153324844.33
41BBL+IFNG45345344
IFNG+IL1850324943.67
41BBL+IL1850354643.67
aCTLA4+IL1850374243
41BBL+IL2146354843
aCTLA4+IL2142315542.67
IL21+aPDL148265342.33
IL15+IL1847344542
IFNG46324641.33
IFNG+IL1540275641
41BBL+aPDL135305339.33
aCTLA4+IFNG45254739
IL2143304338.67
IFNG+aPDL145205038.33
IL15+IL2142284337.67
41BBL+IL1535364137.33
IL15+aPDL132275337.33
IL1533374137
aPDL128314835.67
aCTLA426354535.33
41BBL+aCTLA425344735.33
41BBL31343934.67
aCTLA4+IL1526324333.67
aCTLA4+aPDL130254132
Ranking generated based on the combined score obtained on 3 healthy donors.

Agreement between prediction and validation and comparison top vs bottom

To evaluate if the predicted ranking is actually discriminating between the best and the worst performers, we carried out the same functional and phenotypic assessment used for the single treatment screening on a selection of combinations, using samples from the same 3 donors. More specifically, we selected the best 10 and worst 10 combinations across the 3 donors (in red and blue, respectively, in Fig. 4), in order to compare the two groups. Fig. 4A-B shows a bar plot of the 36 combinations of 9 single treatments ranked by their predicted response to treatment, where Fig. 4A corresponds to predicted scores, whereas Fig. 4B corresponds to scores calculated based on the validation experiments. The results of this analysis showed that the general trend of the ranking is preserved, and the best predicted combinations performed collectively better than the worst. Fig. 4C shows a boxplot representation of the two groups, with a very little overlap and the p value resulting from a T-test comparing the two groups, which was significant for an alpha of 1%. It is worth noting here that some combinations, such as CD40L+IL-15 and CD40L+IL-21, were over-estimated by our predictions (See Fig. 4B), and that the relative positions in the ranking within both tails of the score distribution for some combinations can be wrong; e.g., IL-15+IL-21 is outperformed by 4-1BBL+IL-15 (See Fig. 4B, blue tail). However, it is important to keep in mind that the intended purpose of this methodology is not to pinpoint one single combination, but to prioritize in an educated manner an affordable subset of combinations for further investigation. We have noticed a general over-estimation of the observed score in the validation dataset with respect to the predictions. This general over-estimation reflects the underlying assumption adopted by the algorithm: if two single treatments improve one distinct feature each, together they improve both features. In addition, the assumption may also lead to the misevaluation of cases were the improvement of the combination with respect to its constituent elements is based on features that are mutually excluding. However, Fig. 4 shows that, in general, the derived ranking is not affected by the skewness of the predicted score distribution and, therefore, the methodology serves to its intended purpose of prioritizing subsets of promising combinations.
Fig. 4

Comparing the score of predictions Vs. validations. A) Predictions; bar plot representing double treatments ranked by their predicted score. The two tails of the distribution (ten best and ten worst double treatments in red and blue, respectively) were selected to carry out the corresponding validation experiments. B) Validation; bar plot representing double treatment experimental scores ordered by their predicted score. Results showed that, collectively, the best predicted treatments outperformed the worst ones. C) Boxplot comparing the scores of the best Vs. the worst treatments. The T-test exhibited a significant p-value of 1.2e-05. (For interpretation of the references to colour in this figure legend, the reader is referred to the web version of this article.)

Comparing the score of predictions Vs. validations. A) Predictions; bar plot representing double treatments ranked by their predicted score. The two tails of the distribution (ten best and ten worst double treatments in red and blue, respectively) were selected to carry out the corresponding validation experiments. B) Validation; bar plot representing double treatment experimental scores ordered by their predicted score. Results showed that, collectively, the best predicted treatments outperformed the worst ones. C) Boxplot comparing the scores of the best Vs. the worst treatments. The T-test exhibited a significant p-value of 1.2e-05. (For interpretation of the references to colour in this figure legend, the reader is referred to the web version of this article.) Taken collectively, these observations confirmed the ability of our experimental and computational platform to predict the immunogenicity enhancement of dual combinations, based on experimental data obtained from their single components.

Discussion

Despite encouraging preclinical and clinical responses, DC-based vaccines still present only a modest clinical outcome. The limited performance can be explained by several mechanisms such as intrinsic factors related to patients (age, prior treatments, genetics…), the source of DCs, vaccination schedule, route of administration or different protocols used to generate vaccines [33], [42]. A crucial aspect is constituted by DC’s phenotype and their ability to both induce a fully developed immune response (e.g. efficient maturation, migration, signal 1, 2 and 3 signaling) and to overcome immunosuppressive mechanisms present in the tumor microenvironment. However, the immune response is a complex process as both synergistic and antagonistic interplay can occur within the same response depending on the presence and dose of immunomodulators available in the environment. Therefore, combinatorial treatments targeting different aspects of the phenotype and functionality of DCs can be beneficial and potentially helpful to reach a better clinical outcome than single agents. With the very large arsenal of modulators currently available, the combinatorial problem becomes rapidly unaffordable for an exhaustive investigation; and predictive tools to prioritize and guide the experimental design become of paramount importance to accelerate DC vaccination’s research and its translational applications to the clinic. To address this challenge, we developed an experimental and computational framework, which takes the experimental data obtained with single adjuvants as the input and predicts the relative immunogenicity enhancement by dual adjuvant combinations. By doing so, a given list of combinations can be ranked by priority, so that some can be either prioritized or discarded for further investigation. In order to consider the complexity of the immune system we carefully selected 18 functional and phenotypical readouts that reflect both the T cell and NK cell induced characteristics. These readouts were combined in the calculation of a score integrating different aspects important in the generation of an immune response. Based on this score we developed a bioinformatics algorithm able to predict the immunogenicity of dual combinations of the single agents considered. It is worth noting here that despite that the algorithm does not explicitly model synergy, antagonism or additivity of the underlying mechanisms, it manages to approximate the actual immune response by integration (linear combination) of the above-mentioned parameters evaluated separately with enough precision to rank and directly compare different combinations. Indeed, after experimentally testing a selected subset of combinations in the same in vitro system, we observed a strong correlation between predicted and experimental results and ranking, and a clear and statistically significant separation between combinations predicted as the best and the worst. Our study pointed out the important role of CD40L and IL-12 that were able to enhance diverse immune functions. Interestingly, these two compounds have already been used in the clinic with discreet success [38], [39], [40], [43], [44], [45]. Hence, these observations confirmed the validity of the prediction tool we developed. However, we also observed for combinations of those agents and others subtle differences across the donors; future work would lead us to the exploration of greater cohorts to characterize and stratify the general human population. Among the several immunomodulatory agents, the CD40-CD40L interaction is so far one of the most studied in DC vaccination [46], [47], [48]. This interaction between the CD40 receptor present at the surface of DCs and cognate ligand (CD40L) expressed by CD4+ T cells is essential to subsequently license and activate DCs to efficiently stimulate cytotoxic CD8+ T cells. In this licensing process DCs will upregulate co-stimulatory molecules and increase the production of Th1 polarizing cytokines [49], [50], [51]. One of the consequences of the licensing is the increased production of IL-12. IL-12 is a master regulator and activator of Th1 type responses, responsible for cytotoxic effects and immune-related tumor clearance. The central importance of IL-12 is also highlighted by several studies present in the literature aimed at engineered DCs with transfection to induce a sustained IL-12 production [38], [39]. So far, DCs have been already modified with IL-18 [19], [39], IL-15 [22], 4-1BBL [52], [53] showing promising result in preclinical studies but only very few cases progressed further and entered the clinic. A complementary approach focusing on depleting DCs of inhibitory molecules using siRNA was also recently pursued in the case of CTLA-4 [54] and PD-L1 [23]. Some dual combinations have been already tested such as IL-12 and IL-18 [38]; 4-1BBL and CD40L [52]; aPD-L1 and IL-15 [23] showing overall a good response in vitro with an increase in tumor reactive T cells. However, as reported in our introduction, no systematic study or comparison has been conducted so far to select optimal combinations which was the main purpose of the present study. It is now clear that immunomodulatory agents are important adjuvants that can boost the efficacy of therapeutic DC-based vaccines. However, the large plethora of currently available agents and the ones that will likely be developed in the near future makes it difficult to estimate what best adjuvant combinations would guarantee the best clinical efficacy, without very laborious and costly screening and comparative studies. Our computational prediction tool can alleviate such expensive and time-consuming screening campaigns by being able to efficiently predict and rank the immunogenicity of different combinations based on experimental data from single agents. In particular, the versatility and modularity of this prediction tool enables the testing of larger pools of single treatments and of novel potential immunomodulatory agents, in order to continuously identify more potent combinations to be translated into the clinic. We believe that this tool can assist the development of more efficient DC-based vaccination strategies in the future.

CRediT authorship contribution statement

Rita Ahmed: Formal analysis, Investigation, Data curation, Writing - original draft, Visualization. Isaac Crespo: Software, Formal analysis, Writing - original draft, Visualization. Sandra Tuyaerts: Conceptualization, Methodology, Investigation, Writing - review & editing. Amel Bekkar: Methodology, Software, Formal analysis, Writing - review & editing. Michele Graciotti: Validation, Supervision, Writing - review & editing. Ioannis Xenarios: Conceptualization, Methodology, Writing - review & editing. Lana E. Kandalaft: Conceptualization, Methodology, Validation, Resources, Supervision, Project administration, Funding acquisition, Writing - review & editing.

Declaration of Competing Interest

The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.
  62 in total

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2.  Potency of mature CD40L RNA electroporated dendritic cells correlates with IL-12 secretion by tracking multifunctional CD8(+)/CD28(+) cytotoxic T-cell responses in vitro.

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3.  Placebo-controlled phase III trial of immunologic therapy with sipuleucel-T (APC8015) in patients with metastatic, asymptomatic hormone refractory prostate cancer.

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4.  Dendritic cells modified to express CD40 ligand elicit therapeutic immunity against preexisting murine tumors.

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Authors:  D I Gabrilovich; I F Ciernik; D P Carbone
Journal:  Cell Immunol       Date:  1996-05-25       Impact factor: 4.868

Review 7.  Adoptive T cell immunotherapy for cancer.

Authors:  Karlo Perica; Juan Carlos Varela; Mathias Oelke; Jonathan Schneck
Journal:  Rambam Maimonides Med J       Date:  2015-01-29

Review 8.  Multiple effects of CD40-CD40L axis in immunity against infection and cancer.

Authors:  Anjuman Ara; Khawaja Ashfaque Ahmed; Jim Xiang
Journal:  Immunotargets Ther       Date:  2018-06-28

Review 9.  CD28 and CTLA-4 coreceptor expression and signal transduction.

Authors:  Christopher E Rudd; Alison Taylor; Helga Schneider
Journal:  Immunol Rev       Date:  2009-05       Impact factor: 12.988

10.  Activation of human dendritic cells through CD40 cross-linking.

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