Faculty publications from the Department of Mathematics at LMU can be found here.

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Works from 2003

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Finding Common Ground: Collaboration Across the Disciplines in the Scholarship of Teaching, Elaine K. Yakura and Curtis D. Bennett

Works from 2001

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On the existence of finite type link homotopy invariants, Blake Mellor and Dylan Thurston

Works from 2000

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Zero estimates for polynomials in 3 and 4 variables using orbits and stabilisers, Curtis Bennett, Lisa K. Elderbrock, and Andrew M. W. Glass

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The Fourier-Analytic Proof of Quadratic Reciprocity, Michael Berg

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On Local Objects Attached to Theta- and Zeta-Functions, Michael C. Berg

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Finite Type Link Concordance Invariants, Blake Mellor

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Finite Type Link Homotopy Invariants II: Milnor's invariants, Blake Mellor

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The Intersection Graph Conjecture for Loop Diagrams, Blake Mellor

Works from 1999

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Finite Type Link Homotopy Invariants, Blake Mellor

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Mach’s Principle in a Mixed Newton-Einstein Context, Evert Jan Post and Michael Berg

Works from 1998

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Cohomology of Polynomials Under an Irrational Rotation, Lawrence W. Baggett, Herbert A. Medina, and Kathy D. Merrill

Works from 1997

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Linear forms in the logarithms of three positive rational numbers, Curtis D. Bennett, Josef Blass, A. M. W. Glass, David B. Meronk, and Ray P. Steiner

Works from 1996

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On Functions That Are Trivial Cocycles for a Set of Irrationals. II, Lawrence W. Baggett, Herbert A. Medina, and Kathy D. Merrill

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A Multiple-Precision Division Algorithm, David M. Smith

Works from 1994

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Medium PRF set selection: an approach through combinatorics, Michael C. Berg and A. G. Thomas

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Lattice-Ordered Algebras That Are Subdirect Products of Valuation Domains, Melvin Henriksen, Suzanne Larson, Jorge Martinez, and R. G. Woods

Works from 1990

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

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

Works from 1989

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

Works from 1988

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

Works from 1976

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