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Mathematics, Statistics and Data Science Faculty Works

Discover research and scholarly work by faculty in the Mathematics, Statistics and Data Science Department at Loyola Marymount University.

Works from 1993 1993

On A Generalization of Hecke ϑ-Functions and the Analytic Proof of Higher Reciprocity Laws, Michael C. Berg

Works from 1991 1991

When is Every Order Ideal a Ring Ideal?, Suzanne Larson

Works from 1990 1990

The automorphism groups of the hyperelliptic surfaces, Curtis Bennett and Rick Miranda

Sums of Semiprime, Z, and D L-Ideals in a Class of F-Rings, Suzanne Larson

Works from 1989 1989

Minimal convex extensions and intersections of primary I-ideals in f-rings, Suzanne Larson

Minimal convex extensions and intersections of primary I-ideals in f-rings, Suzanne Larson

Primary l-Ideals in a Class of f-Rings, Suzanne Larson

Efficient Multiple-Precision Evaluation of Elementary Functions, David M. Smith

Works from 1988 1988

Pseudoprime L-Ideals in a Class of F-Rings, Suzanne Larson

Works from 1986 1986

Convexity Conditions on f-Rings, Suzanne Larson

Works from 1976 1976

Sufficient Conditions for an Operator-Valued Feynman-Kac Formula, Michael D. Grady