| Literature DB >> 27535084 |
Camille Jacqueline1, Youssef Bourfia2, Hassan Hbid3, Gabriele Sorci4, Frédéric Thomas5, Benjamin Roche6.
Abstract
The immune system is a key component of malignant cell control and it is also involved in the elimination of pathogens that threaten the host. Despite our body is permanently exposed to a myriad of pathogens, the interference of such infections with the immune responses against cancer has been poorly investigated. Through a mathematical model, we show that the frequency, the duration and the action (positive or negative) of immune challenges may significantly impact tumor proliferation. First, we observe that a long immunosuppressive challenge increases accumulation of cancerous cells only if it occurs 14 years after the beginning of immunosenescence. However, short immune challenges result in an even greater accumulation of cancerous cells for the same total duration of immunosuppression. Finally, we show that short challenges of immune activation could lead to a slightly decrease in cancerous cell accumulation compared to a long one. Our results predict that frequent and acute immune challenges could have a different and in some extent higher impact on cancer risk than persistent ones even they have been much less studied in cancer epidemiology. These results are discussed regarding the existing empirical evidences and we suggest potential novel indirect role of infectious diseases on cancer incidence which should be investigated to improve prevention strategies against cancer.Entities:
Keywords: cancer; immunosenescence; immunosuppression; infectious diseases
Year: 2016 PMID: 27535084 PMCID: PMC5046994 DOI: 10.1093/emph/eow025
Source DB: PubMed Journal: Evol Med Public Health ISSN: 2050-6201
Parameters values used to model dynamics of cells and immune system efficiency. Parameters are defined in the text
| Parameter | Definition | Value | Additional information | Reference |
|---|---|---|---|---|
|
| Replication rate of healthy cells and precancerous cells | [0.45–1.2] cell per day | 20–53H (example for gastric tissues) | [ |
| mean=0.82 cell per day | ||||
|
| Replication rate of nonhealthy cells | [0.46–1.8] cell per day | 13–52H (example for gastric tissues) | [ |
| mean=1.13 cell per day | ||||
|
| Carrying capacity of the tissue | 1013 | Assuming the total number of cells in human body is 3.72×1013 | [ |
|
| Mutation rate from healthy to pre-cancerous cell | 2.99×10−6 per year | Based on Human mutation rate (10−8 generation) and 299 cell generation per year | [ |
|
| Mutation rate from pre-cancerous cell to cancerous cell | 2.99×10−6 per year | Idem | [ |
|
| Mutation rate from cancerous cell to invisible cell | 4.12×10−6 per year | Based on human mutation rate (10−8 generation) and 412 cell generation per year | [ |
|
| Beginning of immunosenescence | 20 years | The thymopoiesis starts to decline in healthy adults after 20 years | [ |
|
| Immune efficiency before immunosenescence | 0.7 | Fixed | |
|
| Rate at the immune system’s efficiency decreases | 0.003 per year | Fixed to have a 70% reduction over 50 years of immunosenescence, as documented for the decrease of B cell stimulation in ederly individuals | [ |
|
| Amplitude of immune alteration | ±0.7 | Fixed |
Figure 1.Examples of different immune system activity across ages (0–80 years). First column (a1 = 0), second column (a1 = 0.7, a2 = 0), third column (a1 = 0.7, b0 = 20 years, a2 = 3×10 −3), fourth column (a1 = 0.7, b0 = 20 years, a2 = 3×10 −3, a3 = 0.7; total duration = 30 years), fifth column (a1 = 0.7, b0 = 20 years, a2 = 3×10 −3, a3 = 0.7; total duration = 4 years, 20 episodes of 70 days), sixth column (a1 = 0.7, b0 = 20 years, a2 = 3×10 −3, a3 = −0.7; total duration = 30 years), seventh column (a1 = 0.7, b0 = 20 years, a2 = 3×10 −3, a3 = −0.7; total duration = 4 years, 20 episodes of 70 days)
Figure 2.Contour plot of the number of cancerous cells at 80 (ranging from dark blue for accumulation of < 500 cancer cells to dark red for situations with >3000 cells) according to the date of an immunosuppressive infection after the beginning of immunosenescence and its duration. The maximal number of cancerous cells accumulates for 20 challenges with a total duration of 40 years (i.e. 3311 cells). Parameters are detailed in Table 1
Figure 3.Influence of the number of immunosuppressive infections and their duration on the accumulation of cancerous cells (range from dark blue for accumulation of < 500 cancer cells to dark red of > 2500 cells). White area represents parameters sets where total immunosuppression period is > 60 years. The maximal number of cancerous cells accumulated at 80 is of 2653 cells. (Inplot) Relationship between total immunosuppression duration and accumulation of cancerous cells. Parameters are presented in Table 1. c and d are modified along axes
Figure 4.Influence of the number of immunosuppressive infections on the accumulation of cancerous cells. For a total immunosuppression duration indicated on x axis (in years), red area shows that a single immunosuppressive infection has almost no influence of number of cancerous cells at the end of individual life. On the opposite, blue area shows the sharp increase in this abundance of cancerous cells when immunosuppression is distributed over 30 short infections. The maximal accumulation of cancerous cells for 30 challenges and a total duration of 7.5 years is of 370 cells. Parameters are detailed in Table 1. Areas are confidence intervals quantified by a Latin Hypercube Sampling (LHS) with 100 iterations allowing testing sensitivity for a 5% change in all parameter values and solid lines represent the median value obtained from LHS
Figure 5.Influence of the number of immune activation following infections on the accumulation of cancerous cells. For a total immune activation duration indicated on x axis (in years), red area shows that a single infection has almost no influence of number of cancerous cells at the end of individual life. Blue area shows the slight decrease in this abundance of cancerous cells when immune activation is distributed over 30 short infections. The minimal accumulation of cancerous cells for 30 challenges and a total duration of 7.5 years is of 305 cells. Parameters are detailed in Table 1. Areas are confidence intervals quantified by a Latin Hypercube Sampling (LHS) with 100 iterations allowing testing sensitivity for a 5% change in all parameter values and solid lines represent the median value obtained from LHS