In the early 1930s, Klauber proposed a geometric arrangement of primes not unlike
Ulam's spiral. In 1932, Klauber presented a paper on a triangular, non-spiral matrix to the
Mathematical Association of America demonstrating geometric regularity in the distribution of the primes. The lines of primes in the Klauber triangle meet at 60° angles, while in an Ulam Spiral (1963), they meet at 90° angles. Klauber's interest in mathematics—and the extensive samples of rattlesnakes that he accumulated for study—led to his most significant contribution to herpetology, the application of statistical methods to aid in the classification of reptiles. He pioneered the use of quantitative analysis in herpetology to determine variation in snakes and to weigh the differences between species and subspecies. == Patents ==