| Literature DB >> 23031662 |
Kristof Theys1, Koen Deforche, Jurgen Vercauteren, Pieter Libin, David Amc van de Vijver, Jan Albert, Birgitta Asjö, Claudia Balotta, Marie Bruckova, Ricardo J Camacho, Bonaventura Clotet, Suzie Coughlan, Zehava Grossman, Osamah Hamouda, Andrzei Horban, Klaus Korn, Leondios G Kostrikis, Claudia Kücherer, Claus Nielsen, Dimitrios Paraskevis, Mario Poljak, Elisabeth Puchhammer-Stockl, Chiara Riva, Lidia Ruiz, Kirsi Liitsola, Jean-Claude Schmit, Rob Schuurman, Anders Sönnerborg, Danica Stanekova, Maja Stanojevic, Daniel Struck, Kristel Van Laethem, Annemarie Mj Wensing, Charles Ab Boucher, Anne-Mieke Vandamme.
Abstract
BACKGROUND: The effect of drug resistance transmission on disease progression in the newly infected patient is not well understood. Major drug resistance mutations severely impair viral fitness in a drug free environment, and therefore are expected to revert quickly. Compensatory mutations, often already polymorphic in wild-type viruses, do not tend to revert after transmission. While compensatory mutations increase fitness during treatment, their presence may also modulate viral fitness and virulence in absence of therapy and major resistance mutations. We previously designed a modeling technique that quantifies genotypic footprints of in vivo treatment selective pressure, including both drug resistance mutations and polymorphic compensatory mutations, through the quantitative description of a fitness landscape from virus genetic sequences.Entities:
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Year: 2012 PMID: 23031662 PMCID: PMC3487874 DOI: 10.1186/1742-4690-9-81
Source DB: PubMed Journal: Retrovirology ISSN: 1742-4690 Impact factor: 4.602
Characteristics of HIV-1 subtype B patients included in the analyses for prediction of viral load and CD4 cell count
| log10 HIV-RNA copies/ml | 4.85 (4.32 – 5.35) | 4.83 (4.30 – 5.33) | 4.86 (4.32 – 5.35) |
| CD4 cells/mm3 | 382 (212 – 583) | 410 (249 – 582) | 377 (209 – 583) |
| Age, years | 35 (29 – 42) | 34 (28 – 40) | 35 (30 – 42) |
| Male sex , n (%) | 1413 (89%) | 137 (91%) | 1276 (89%) |
| Duration of infection, n (%) | | | |
| < 1 year | 541 (34%) | 57 (37%) | 484 (33%) |
| Undefined | 1056 (66%) | 94 (63%) | 962 (67%) |
| Source of HIV-1exposure, n (%) | | | |
| Homo/bisexual contact | 1016 (65%) | 104 (69%) | 912 (63%) |
| Heterosexual contact | 123 (20%) | 26 (17%) | 290 (20%) |
| Intravenous drug use | 316 (8%) | 8 (5%) | 115 (8%) |
| Other | 142 (9%) | 13 (9%) | 129 (9%) |
| Area of origin, n (%) | | | |
| Western Europe | 1147 (72%) | 105 (70%) | 1042 (72%) |
| Eastern Europe & Central Asia | 282 (18%) | 27 (19%) | 255 (18%) |
| Other | 168 (10%) | 19 (11%) | 149 (10%) |
Patient characteristics are shown for the subtype B study dataset (N = 1599), including patients with genotypic evidence of transmitted drug resistance (TDR) and patients without genotypic evidence of transmitted drug resistance (wild-type). Data are expressed as median values accompanied by interquartile ranges, or as number of patients accompanied by proportion of the subtype B dataset (%).
Estimated fitness according to the fitness landscape models
| log10F | 0.38 (0.24 – 0.56) | 0.44 (0.26 – 0.66) | 0.38 (0.24 – 0.56) | 0.001 |
| log10F | 0.38 (0.24 – 0.55) | 0.41 (0.25 – 0.57) | 0.38 (0.24 – 0.56) | 0.427 |
| log10F | 0.04 (-0.03 – 0.11) | 0.14 (0.03 – 0.27) | 0.03 (-0.03 – 0.10) | < 0.001 |
| log10F | 0.04 (-0.03 – 0.11) | 0.08 (0.01 – 0.17) | 0.03 (-0.03 – 0.11) | < 0.001 |
Log10Fis the estimated PR fitness and log10Fis the estimated PR fitness when the influence of major resistance mutations on fitness is excluded. Same nomenclature applies to fitness estimates of RT. Data are expressed as median values with the interquartile range between brackets.
Regression analysis to predict viral load and CD4 count
| | ||||
|---|---|---|---|---|
| TDR | -0.073 (-0.287 – 0.140) | 0.500 | -0.080 (-0.290 – 0.129) | 0.451 |
| TDR | -0.009 (-0.157 – 0.138) | 0.903 | -0.003 (-0.147 – 0.142) | 0.971 |
| log10F | 0.271 (0.122 – 0.420) | 0.000 | 0.251 (0.104 – 0.398) | 0.001 |
| log10F | -0.090 (-0.324 – 0.144) | 0.449 | -0.133 (-0.363 – 0.097) | 0.258 |
| log10F | 0.314 (0.156 – 0.472) | 0.000 | 0.294 (0.137 – 0.450) | 0.000 |
| log10F | -0.117 (-0.459 – 0.223) | 0.498 | -0.180 (-0.516 – 0.155) | 0.292 |
| TDR | -0.357 (-2.313 – 1.600) | 0.721 | -0.501 (-2.417 – 1.416) | 0.609 |
| TDR | 0.507 ( -0.844 – 1.859) | 0.462 | 0.362 (-0.963 – 1.688) | 0.592 |
| log10F | -1.628 (-2.999 – 0.257) | 0.020 | -1.540 (-2.891 – -0.189) | 0.025 |
| log10F | 1.465 (-0.683 – 3.613) | 0.181 | 1.583 (-0.527 – 3.692) | 0.141 |
| log10F | -1.861 (-3.314 – -0.407) | 0.012 | -1.779 (-3.213 – -0.346) | 0.015 |
| log10F | 1.400 (-1.733 – 4.532) | 0.381 | 1.356 (-1.727 – 4.439) | 0.389 |
Linear regression analyses of the association between genotypic predictors and clinical parameters. Viral load values were log transformed and CD4 counts were square root transformed to approximate the normal distribution. For each of the genotypic predictors, two models including different sets of potential confounders were investigated. Model 1 included genotypic predictors for PR and RT, and estimated duration of infection (recent vs unknown duration). Model 2 additionally included age, gender, risk group and area of origin.
Regression analysis to predict viral load and CD4 count in patients without evidence of TDR
| | ||||
|---|---|---|---|---|
| log10F | 0.298 (0.122 – 0.421) | 0.000 | 0.269 (0.105 – 0.433) | 0.001 |
| log10F | -0.090 (-0.324 – 0.144) | 0.449 | -0.219 (-0.583 – 0.144) | 0.237 |
| log10F | -2.038 (-3.556 – -0.521) | 0.009 | -1.947 (-3.446 – -0.448) | 0.011 |
| log10F | 1.220 (-2.145 – 4.585) | 0.477 | 1.243 (-2.074 – 4.560) | 0.462 |
Linear regression analyses of the association between genotypic predictors and clinical parameters. Patients that did show genotypic evidence of TDR were excluded from the analysis. For each of the genotypic predictors, two models including different sets of potential confounders were performed. Model 1 included genotypic predictors for PR and RT, and estimated duration of infection. Model 2 additionally included age, sex, risk group and area of origin.
Prevalence of polymorphic compensatory mutations in subtype B protease
| 10I | 10.02 | 160 | 60E | 9.2 | 147 |
| 10V | 2.76 | 44 | 62V | 32.75 | 523 |
| 13V | 17.09 | 273 | 63P | 58.42 | 933 |
| 20I | 0.13 | 2 | 71T | 9.58 | 153 |
| 20M | 0.69 | 11 | 71V | 7.2 | 115 |
| 20R | 3.44 | 55 | 77I | 32.19 | 514 |
| 36I | 17.72 | 283 | 93L | 42.45 | 678 |
The prevalence of known polymorphic compensatory mutations [21] in the subtype B study population is shown as percentages (%) and absolute count (n).
Figure 1Association between the number of compensatory mutations, estimated fitness and clinical parameters. Compensatory mutations, polymorphic in subtype B protease and modeled by the fitness model F, are likely candidates to explain the observed association of viral fitness estimated under drug selective pressure with clinical parameters. For patients with no indications of acute infection and TDR (n = 962), the number of compensatory mutations (13V, 36I, 60E, 62V, 63P, 71V, 71T, 77I or 93L) in the protease sequence is calculated for each patient [21]. The following parameters are grouped by mutation count: log10 viral RNA copies/ml (1a), square-root transformed CD4 cell counts (1b) and increased estimated fitness for protease log10F(1c). The distribution of the respective parameter is shown for each group using boxplots. The horizontal line (bold) within the boxplot represents the median value, with box boundaries indicating the interquartile range. Upper and lower ends of striped lines denote the most extreme data point which is no more than 1.5 times the IQR range from the box. An increased mutation number significantly correlated with 1a) increased log10 viral RNA copies/ml (p-value < 0.01), 1b) decreased square-root transformed CD4 cell counts (p-value < 0.01) and 1c) increased estimated fitness for protease log10F(p-value < 0.01). A fitted line going through the median values (lowess smooth) is shown in red. The number of patients for each group is shown above each bin.