Estelle Basor

estelle Estelle Basor received her PhD from the University of California at Santa Cruz. She retired from California Polytechnic State University in San Luis Obispo and has held visiting positions at UC Santa Cruz and Bryn Mawr College. Her research interests are in the areas of operator theory and random matrix theory; she serves on the Editorial Board of Random Matrices: Theory and Applications.
  • Links
  • Publications
  • Selected Papers
    • E.L. Basor, T. Ehrhardt. Asymptotics of block Toeplitz determinants and the classical dimer
      model, Comm. Math. Phys., 274, no. 2, (2007) 427-455.
    • E. L. Basor, H.Widom. Wiener-Hopf Determinants with Fisher-Hartwig Symbols, Oper. Th.
      Adv. and App., 147 (2004) 131-149.
    • E. L. Basor, T. Ehrhardt. Asymptotics of determinants of Bessel operators, Comm. Math.
      Phys., 234 no. 3 (2003) 491-516.
    • E. L. Basor, T. Ehrhardt, and H. Widom. On the Determinant of a Certain Wiener-Hopf+
      Hankel Operator, Integral Equations and Operator theory, 47 (2003) 275-288.
    • E. L. Basor, H. Widom. On a Toeplitz identity of Borodin and Okounkov, Integral Equations
      and Operator Theory, 37 (2000) 397-401.
    • E. L. Basor. Distribution Functions for Random Variables for Ensembles of Positive Hermitian
      Matrices, Comm. Math. Phys., 188 (1997) 327 -350.
    • E. L. Basor, C. A. Tracy. The Fisher-Hartwig conjecture and its generalizations, Physica A,
      177 (1991) 167-173.
    • E. L. Basor, H. Widom. Toeplitz and Wiener-Hopf determinants with piecewise continuous
      symbols, J.Functional Analysis, 50 (1983) 387-413.
    • E. L. Basor. A localization theorem for Toeplitz determinants, Indiana Univ. Math Journal,
      28 (1979) 975-983.
    • E. L. Basor. Asymptotic Formulas for Toeplitz Determinants, Trans. Amer. Math. Soc., 239
      (1978) 33-65.

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