Ronald Goldman

Ronald Lyle "Ron" Goldman (July 2, 1968 – June 12, 1994) was an American waiter who was killed along with Nicole Brown Simpson in 1994 at her Brentwood, Los Angeles home, leading to the criminal investigation and arrest of former American NFL player turned actor O. J. Simpson. Simpson was acquitted of the murders but was later found liable for Goldman's death in a civil trial.

Early life

Goldman grew up in an affluent community in Buffalo Grove, Illinois. His parents divorced in 1974 when he was six and, after spending a brief time in the custody of his mother, Sharon Rufo, he was raised by his father, Fred Goldman, and lived with him and his younger sister, Kim Goldman.

Goldman grew up Jewish. He attended high school at Adlai E. Stevenson High School in Lincolnshire, Illinois. He was a student at Illinois State University for one semester (where he planned to major in psychology) and a pledge to Sigma Nu fraternity before he followed his family to southern California at age 18.

Ron Goldman (mathematician)

Ron Goldman is a Professor of Computer Science at Rice University in Houston, Texas. Professor Goldman received his B.S. in Mathematics from the Massachusetts Institute of Technology in 1968 and his M.A. and Ph.D. in Mathematics from Johns Hopkins University in 1973. He is an associate editor of Computer Aided Geometric Design. In 2002, he published a book, titled Pyramid Algorithms: A Dynamic Programming Approach to Curves and Surfaces for Geometric Modeling.

Dr. Goldman's current research interests lie in the mathematical representation, manipulation, and analysis of shape using computers. His work includes research in computer-aided geometric design, solid modeling, computer graphics, and splines. He is particularly interested in algorithms for polynomial and piecewise polynomial curves and surfaces, and he is currently investigating applications of algebraic and differential geometry to geometric modeling. He has published over a hundred articles in journals, books, and conference proceedings on these and related topics.