| Literature DB >> 23618468 |
Larry Pan1, Seunghee Baek, Pamela R Edmonds, Mack Roach, Harvey Wolkov, Satish Shah, Alan Pollack, M Elizabeth Hammond, Adam P Dicker.
Abstract
BACKGROUND: Angiogenesis is a key element in solid-tumor growth, invasion, and metastasis. VEGF is among the most potent angiogenic factor thus far detected. The aim of the present study is to explore the potential of VEGF (also known as VEGF-A) as a prognostic and predictive biomarker among men with locally advanced prostate cancer.Entities:
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Year: 2013 PMID: 23618468 PMCID: PMC3653757 DOI: 10.1186/1748-717X-8-100
Source DB: PubMed Journal: Radiat Oncol ISSN: 1748-717X Impact factor: 3.481
Pre-treatment characteristics by VEGF intensity score (n = 103)
| Age | |||||
| Median | 71.5 | | 71 | | |
| Range | 55 – 77 | | 55 – 81 | | |
| <71 | 21 | 44 | 27 | 49 | 0.588* |
| ≥71 | 27 | 56 | 28 | 51 | |
| Assigned Treatment | |||||
| STAD + RT arm | 22 | 46 | 23 | 42 | 0.682 |
| RT alone arm | 26 | 54 | 32 | 58 | |
| Combined Gleason Score | |||||
| Missing | 0 | 0 | 1 | 2 | |
| 2-6 | 14 | 29 | 11 | 20 | 0.303** |
| 7-10 | 34 | 71 | 43 | 78 | |
| Clinical Stage | |||||
| T2 | 14 | 29 | 12 | 22 | 0.392* |
| T3 | 34 | 71 | 43 | 78 | |
| Failures | |||||
| Overall Survival | 39 | 81 | 51 | 93 | |
| Distant Metastasis | 25 | 52 | 31 | 56 | |
| Local Progression | 21 | 44 | 26 | 47 | |
| Disease-free Survival | 48 | 100 | 54 | 98 | |
| Biochemical Failure | 37 | 77 | 40 | 73 | |
*p-value is from Chi-square test.
** p-value does not include unknown/missing category.
Multivariate proportional hazards models (n = 103)
| VEGF | 0-1 vs. | RL | | | |
| 2-3 | 1.314 | (0.850, 2.030) | 0.219 | ||
| Treatment arm | STAD + RT arm vs. | RL | | | |
| RT alone arm | 1.268 | (0.821, 1.959) | 0.285 | ||
| Age | < 71 vs. | RL | | | |
| ≥ 71 | 1.708 | (1.112, 2.625) | 0.015† | ||
| Combined Gleason Score | 2-6 vs. | RL | | | |
| 7-10 | 1.416 | (0.883, 2.270) | 0.149 | ||
| Clinical Stage | T2 vs. | RL | | | |
| T3 | 1.026 | (0.626, 1.681) | 0.918 | ||
| VEGF | 0-1 vs. | RL | | | |
| 2-3 | 1.090 | (0.629, 1.889) | 0.760 | ||
| Treatment arm | STAD + RT arm vs. | RL | | | |
| RT alone arm | 1.472 | (0.861, 2.517) | 0.160 | ||
| Age | < 71 vs. | RL | | | |
| ≥71 | 1.096 | (0.631, 1.903) | 0.740 | ||
| Combined Gleason Score | 2-6 vs. | RL | | | |
| 7-10 | 2.528 | (1.358, 4.705) | 0.003† | ||
| Clinical Stage | T2 vs. | RL | | | |
| T3 | 0.819 | (0.446, 1.504) | 0.520 | ||
| VEGF | 0-1vs. | RL | | | |
| 2-3 | 1.160 | (0.662, 2.030) | 0.600 | ||
| Treatment arm | STAD + RT arm vs. | RL | | | |
| RT alone arm | 1.306 | (0.726, 2.349) | 0.370 | ||
| Age | < 71 vs. | RL | | | |
| ≥71 | 0.873 | (0.496, 1.536) | 0.640 | ||
| Combined Gleason Score | 2-6 vs. | RL | | | |
| 7-10 | 0.757 | (0.426, 1.344) | 0.340 | ||
| Clinical Stage | T2 vs. | RL | | | |
| T3 | 0.657 | (0.361, 1.197) | 0.170 | ||
| VEGF | 0-1vs. | RL | | | |
| 2-3 | 0.859 | (0.573, 1.286) | 0.461 | ||
| Treatment arm | STAD + RT arm vs. | RL | | | |
| RT alone arm | 2.102 | (1.370, 3.227) | < 0.001† | ||
| Age | < 71 vs. | RL | | | |
| ≥ 71 | 0.932 | (0.618, 1.407) | 0.738 | ||
| Combined Gleason Score | 2-6 vs. | RL | | | |
| 7-10 | 1.717 | (1.048, 2.813) | 0.032† | ||
| Clinical Stage | T2 vs. | RL | | | |
| T3 | 0.887 | (0.539, 1.458) | 0.626 | ||
| VEGF | 0-1vs. | RL | | | |
| 2-3 | 1.041 | (0.655, 1.652) | 0.870 | ||
| Treatment arm | STAD + RT arm vs. | RL | | | |
| RT alone arm | 1.995 | (1.250, 3.186) | 0.004† | ||
| Age | < 71 vs. | RL | | | |
| ≥ 71 | 0.770 | (0.483, 1.229) | 0.270 | ||
| Combined Gleason Score | 2-6 vs. | RL | | | |
| 7-10 | 1.403 | (0.785, 2.508) | 0.250 | ||
| Clinical Stage | T2 vs. | RL | | | |
| T3 | 0.961 | (0.503, 1.837) | 0.900 |
* A hazard ratio (HR) is defined as the ratio of the estimated hazard for those with a variable value 1 to the estimated hazard for those with a variable value 0. A hazard ratio of 1 indicates no difference between two subgroups.
** P-values from Chi-square test using Cox (overall survival and disease-free survival) or Fine & Gray (distant metastasis, local progression, and biochemical failure) Proportional Hazards Model.
† indicates the statistically significant at the significance level of 0.05.
1 patient without Gleason score is not included.
Multivariate proportional hazards models by treatment arm
| | VEGF | 0-1 vs. | RL | (0.734, 2.745) | 0.299 | |
| 2-3 | 1.419 | |||||
| Age | < 71 vs. | RL | (0.608, 2.910) | 0.475 | ||
| ≥ 71 | 1.330 | |||||
| Combined Gleason Score | 2-6 vs. | RL | (0.393, 2.581) | 0.988 | ||
| 7-10 | 1.007 | |||||
| Clinical Stage | T2 vs. | RL | (0.213, 1.196) | 0.120 | ||
| T3 | 0.505 | |||||
| VEGF | 0-1 vs. | RL | (0.264, 1.326) | 0.200 | ||
| 2-3 | 0.592 | |||||
| Age | < 71 vs. | RL | (0.813, 6.614) | 0.120 | ||
| ≥71 | 2.318 | |||||
| Combined Gleason Score | 2-6 vs. | RL | (1.622,61.105) | 0.013† | ||
| 7-10 | 9.957 | |||||
| Clinical Stage | T2 vs. | RL | (0.376, 3.580) | 0.800 | ||
| T3 | 1.160 | |||||
| VEGF | 0-1vs. | RL | (0.321, 2.064) | 0.660 | ||
| 2-3 | 0.814 | |||||
| Age | < 71 vs. | RL | 0.990 | |||
| ≥71 | 1.006 | |||||
| Combined Gleason Score | 2-6 vs. | RL | (0.420, 9.427) | 0.390 | ||
| 7-10 | 1.990 | |||||
| Clinical Stage | T2 vs. | RL | (0.146, 1.755) | 0.280 | ||
| T3 | 0.506 | |||||
| VEGF | 0-1vs. | RL | (0.273, 0.995) | 0.048 | ||
| 2-3 | 0.521 | |||||
| Age | < 71 vs. | RL | (0.807, 3.601) | 0.162 | ||
| ≥ 71 | 1.705 | |||||
| Combined Gleason Score | 2-6 vs. | RL | (0.792, 4.567) | 0.150 | ||
| 7-10 | 1.902 | |||||
| Clinical Stage | T2 vs. | RL | (0.403, 2.054) | 0.052 | ||
| T3 | 0.910 | |||||
| VEGF | 0-1vs. | RL | (0.251, 1.170) | 0.120 | ||
| 2-3 | 0.542 | |||||
| Age | < 71 vs. | RL | (0.805, 3.834) | 0.160 | ||
| ≥ 71 | 1.757 | |||||
| Combined Gleason Score | 2-6 vs. | RL | (0.783, 14.343) | 0.100 | ||
| 7-10 | 3.352 | |||||
| Clinical Stage | T2 vs. | RL | (0.425, 3.151) | 0.780 | ||
| T3 | 1.157 | |||||
| Endpoints | Covariate | Comparison | HR* | 95% CI | p-value** | |
| VEGF | 0-1 vs. | RL | (0.622, 2.028) | 0.699 | ||
| 2-3 | 1.123 | |||||
| Age | < 71 vs. | RL | (0.890, 2.800) | 0.118 | ||
| ≥ 71 | 1.579 | |||||
| Combined Gleason Score | 2-6 vs. | RL | (0.839, 2.566) | 0.178 | ||
| 7-10 | 1.468 | |||||
| Clinical Stage | T2 vs. | RL | (0.760, 2.917) | 0.246 | ||
| T3 | 1.489 | |||||
| VEGF | 0-1 vs. | RL | (0.777, 3.319) | 0.200 | ||
| 2-3 | 1.606 | |||||
| Age | < 71 vs. | RL | (0.422, 1.706) | 0.640 | ||
| ≥71 | 0.848 | |||||
| Combined Gleason Score | 2-6 vs. | RL | (0.992, 3.825) | 0.053 | ||
| 7-10 | 1.947 | |||||
| Clinical Stage | T2 vs. | RL | (0.357, 1.789) | 0.590 | ||
| T3 | 0.800 | |||||
| VEGF | 0-1vs. | RL | (0.670, 2.669) | 0.410 | ||
| 2-3 | 1.337 | |||||
| Age | < 71 vs. | RL | (0.391, 1.643) | 0.540 | ||
| ≥71 | 0.801 | |||||
| Combined Gleason Score | 2-6 vs. | RL | (0.259, 1.067) | 0.075 | ||
| 7-10 | 0.525 | |||||
| Clinical Stage | T2 vs. | RL | (0.415, 1.971) | 0.800 | ||
| T3 | 0.905 | |||||
| VEGF | 0-1vs. | RL | (0.779, 2.371) | 0.279 | ||
| 2-3 | 1.359 | |||||
| Age | < 71 vs. | RL | (0.305, 0.979) | 0.042† | ||
| ≥ 71 | 0.547 | |||||
| Combined Gleason Score | 2-6 vs. | RL | (1.021, 3.537) | 0.043† | ||
| 7-10 | 1.900 | |||||
| Clinical Stage | T2 vs. | RL | (0.473, 1.913) | 0.889 | ||
| T3 | 0.952 | |||||
| VEGF | 0-1vs. | RL | (0.815, 2.562) | 0.210 | ||
| 2-3 | 1.446 | |||||
| Age | < 71 vs. | RL | (0.315, 1.104) | 0.056 | ||
| ≥ 71 | 0.565 | |||||
| Combined Gleason Score | 2-6 vs. | RL | (0.655, 2.356) | 0.510 | ||
| 7-10 | 1.242 | |||||
| Clinical Stage | T2 vs. | RL | (0.474, 2.459) | 0.850 | ||
| T3 | 1.080 |
* A hazard ratio (HR) is defined as the ratio of the estimated hazard for those with a variable value 1 to the estimated hazard for those with a variable value 0. A hazard ratio of 1 indicates no difference between two subgroups.
** P-values from Chi-square test using Cox (overall survival and disease-free survival) or Fine & Gray (distant metastasis, local progression, and biochemical failure) Proportional Hazards Model.
† indicates the statistically significant at the significance level of 0.05.
1 patient without Gleason score is not included.
Figure 1Univariate proportional hazards regression analysis for overall survival.
Figure 2Univariate proportional hazards regression analysis for distant metastasis.
Figure 3Univariate proportional hazards regression analysis for local progression.
Figure 4Univariate proportional hazards regression analysis for disease-free survival.
Figure 5Univariate proportional hazards regression analysis for biochemical failure.