American Mathematical Society

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  Publisher Of

  • Applications of PDEs and Stochastic Modeling to Protein Transport in Cell Biology.  Notices of the American Mathematical Society.  2022
  • Mathematical analysis of electromagnetic scattering by dielectric nanoparticles with high refractive indices.  Transactions of the American Mathematical Society.  376:39-90. 2022
  • Remembering Steve Zucker.  Notices of the American Mathematical Society.  68:1156-1172. 2021
  • Proof of a Null Geometry Penrose Conjecture 2018
  • Women in Topology.  Surveys on Discrete and Computational Geometry: Twenty Years Later.  2015
  • Massless spectrum for hybrid CFTs.  Proceedings of Symposia in Pure Mathematics.  221-230. 2014
  • A direct imaging method for inverse scattering using the generalized Foldy-Lax formulation.  Surveys on Discrete and Computational Geometry: Twenty Years Later.  615:49-70. 2014
  • Principal Hodge representations.  Surveys on Discrete and Computational Geometry: Twenty Years Later.  259-283. 2014
  • Distribution of square-free values of sequences associated with elliptic curves.  Surveys on Discrete and Computational Geometry: Twenty Years Later.  606:171-188. 2013
  • On Dark Matter, Spiral Galaxies, and the Axioms of General Relativity 2013
  • The Geometry of Wulff Crystal Shapes and Its Relations with Riemann Problems.  Surveys on Discrete and Computational Geometry: Twenty Years Later.  238:251-303. 1998
  • The Zero Dispersion Limit of the Korteweg-Devries Equation with Periodic Initial Data.  Transactions of the American Mathematical Society.  301:189-226. 1987
  • Tables of the nth Order Partial Moments about the Origin for the Standard Normal Distribution, n=1(1)6.  Mathematics of Computation.  24:995-995. 1970
  • Computational Topology - an Introduction. 2010
  • Integral Geometry.  Ed. 63.  Providence, RI. 1987
  • Iterated Integrals and Homotopy Periods.  Providence, RI. 1984
  • Regulators and Characteristic Classes of Flat Bundles.  Ed. 24.  Providence, RI. 2000
  • Mapping Class Groups and Moduli Spaces of Curves.  Ed. 62.  Providence, RI. 1997
  • An introduction to Lie groups and symplectic geometry.  Ed. 1.  Providence, RI. 1995
  • Classical Polylogarithms, Motives.  Ed. 55.  Providence, RI. 1994
  • Mathematical Questions in Axonal Transport,.  Ed. 24.  1994
  • Completions of Mapping Class Groups and the Cycle C-C.  Ed. 150.  1993
  • Algebraic Cycles and Variations of Mixed Hodge Structure, Complex Geometry and Lie Theory.  Ed. 53.  Providence, RI. 1991
  • Two exotic holonomies in dimension four, path geometries, and twistor theory.  Ed. 53.  Providence, RI. 1991
  • Surfaces in conformal geometry.  Ed. 48.  Providence, RI. 1988
  • A survey of Riemannian metrics with special holonomy groups.  Providence, RI. 1987
  • On notions of equivalence of variational problems with one independent variable.  Ed. 68.  Providence, RI. 1987
  • The Geometry of the Mixed Hodge Structure on the Fundamental Group.  Ed. 46.  Providence, RI. 1987
  • Institute for the Quantitative Study of Inclusion, Diversity, and Equity (QSIDE).  Notices of the American Mathematical Society.  67:223-227. 2020
  • Zero cycles modulo rational equivalence for some varieties over fields of transcendence degree one 1987
  • Cartier’s first theorem for Witt vectors on ℤ_{≥0}ⁿ-0.  Surveys on Discrete and Computational Geometry: Twenty Years Later. 321-328. 2014