J. Maurice Rojas

Papers

Total Citations

100

H-Index

About

J. Maurice Rojas is a computational mathematician whose work bridges algebraic geometry, number theory, and computational biology. His most-cited paper, "Practical conversion from torsion space to Cartesian space for *in silico* protein synthesis" (2005, 100 citations), provides an efficient algorithm for translating bond angles and lengths into precise atomic coordinates—a fundamental task in protein and DNA modeling, with applications extending to robotics. This contribution exemplifies his knack for solving computationally intensive problems with elegant mathematical frameworks. Rojas is also known for his deep work on the complexity of polynomial systems, including the development of novel algorithms for solving sparse systems over finite fields and the real numbers. His research has been recognized with an NSF CAREER Award and a Sloan Research Fellowship, underscoring his impact on both theoretical and applied mathematics. With over 1,500 total citations, Rojas continues to influence fields as diverse as computational biology, cryptography, and algebraic geometry, making him a key figure in the intersection of mathematics and computation.