David Grant

David Grant is Professor of Mathematics at the University of Colorado Boulder with research spanning number theory, arithmetic geometry, and coding theory. His work connects abstract mathematical structures with practical applications in information science.

Research focuses on algebraic approaches to number theory including quadratic forms, elliptic curves, and arithmetic properties of algebraic varieties. Current investigations include p-adic sigma functions, higher-dimensional coding theory, and generalizations of classical formulas like Jacobi's derivative formula to higher dimensions.

Significant publications include work on theta functions, formal groups, and space-time codes. Recent projects explore differential codes using Grothendieck's residue symbol and universal p-adic functions.