Philippos K. Tsourkas, Ph.D.
Affiliations: | 2004 | University of California, Berkeley, Berkeley, CA, United States |
Area:
Mechanical Engineering, GeneticsGoogle:
"Philippos Tsourkas"Mean distance: (not calculated yet)
Parents
Sign in to add mentor| Boris Rubinsky | grad student | 2004 | UC Berkeley | |
| (Parallel genetic algorithms in numerical heat transfer and population biology applications.) | ||||
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Publications
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| Jacobs-Sera D, Abad LA, Alvey RM, et al. (2020) Genomic diversity of bacteriophages infecting Microbacterium spp. Plos One. 15: e0234636 |
| Tsourkas PK, Liu W, Das SC, et al. (2012) Discrimination of membrane antigen affinity by B cells requires dominance of kinetic proofreading over serial engagement. Cellular & Molecular Immunology. 9: 62-74 |
| Srinivas Reddy A, Tsourkas PK, Raychaudhuri S. (2011) Monte Carlo study of B-cell receptor clustering mediated by antigen crosslinking and directed transport. Cellular & Molecular Immunology. 8: 255-64 |
| Tsourkas PK, Raychaudhuri S. (2010) Modeling of B cell Synapse Formation by Monte Carlo Simulation Shows That Directed Transport of Receptor Molecules Is a Potential Formation Mechanism. Cellular and Molecular Bioengineering. 3: 256-268 |
| Tsourkas P, Raychaudhuri S. (2010) B Cell Affinity Discrimination Requires Kinetic Proofreading Biophysical Journal. 98: 389a |
| Tsourkas PK, Longo ML, Raychaudhuri S. (2008) Monte Carlo study of single molecule diffusion can elucidate the mechanism of B cell synapse formation. Biophysical Journal. 95: 1118-25 |
| Tsourkas PK, Baumgarth N, Simon SI, et al. (2007) Mechanisms of B-cell synapse formation predicted by Monte Carlo simulation. Biophysical Journal. 92: 4196-208 |
| Tsourkas P, Rubinsky B. (2005) PRINCIPLES OF ENERGY CONSERVATION IN EVOLUTIONARY GENETICS ANALYSIS Annual Review of Heat Transfer. 14: 277-294 |
| Tsourkas P, Rubinsky B. (2005) A PARALLEL GENETIC ALGORITHM FOR HEAT CONDUCTION PROBLEMS Numerical Heat Transfer, Part B: Fundamentals. 47: 97-110 |
| Tsourkas P, Rubinsky B. (2003) EVOLUTIONARY-GENETIC ALGORITHM FOR SOLVING 2-D STEADY-STATE CONDUCTION PROBLEMS Numerical Heat Transfer, Part B: Fundamentals. 43: 99-115 |