University of Connecticut
Department of Mathematics

Sarah Glaz    Professor Emeritus     Department of Mathematics  University of Connecticut  Storrs, CT 06269-1009  Office: MONT 133 Telephone: (860) 486-1280 Fax: (860) 346-5284  email: sarah.glaz@uconn.edux (click on link and remove end x)

Ph.D. 1977        Rutgers University
B.A. 1972         Tel Aviv University
Place of Birth    Bucharest, Romania

  Research Interests
           Commutative Algebra, Homological Algebra: Non-Noetherian Ring Theory (Coherent and Related Rings); Noetherian Ring Theory (Cohen-Macauley and Related Rings)
           Mathematics Education: Teaching, Learning, and Teacher Training; Poetry, Art and History in the Math Classroom

  Google Scholar Citation Profile

  Journal Editorships
         Editorial Board Member: International Electronic Journal of Algebra (IEJA).
         Associate Editor: Journal of Mathematics and the Arts (JMA).

  Curriculum Vitae and Publications

  My Ph.D. Students
        Su Liang
        Ryan Schwarz

Books

  

  

  

  

  

   

  

    Bridges 2013 Poetry Anthology
    Editor: Sarah Glaz
    Tessellations Publishing, 2013
    More information and sample poems 

     Strange Attractors: 
     Poems of Love and Mathematics
     Editors: Sarah Glaz and JoAnne Growney
     CRC Press / AK Peters, 2008
                  More information and sample poems

     Multiplicative Ideal Theory in Commutative Algebra:
      a tribute to the work of Robert Gilmer                                
     Editors:  James Brewer, Sarah Glaz, William Heinzer and Bruce Olberding
     Springer, 2006

     Non-Noetherian Commutative Ring Theory
     Editors:  Scott Chapman and Sarah Glaz
     MAIA 520, Springer / Kluwer, 2000

    Commutative Coherent Rings
    Sarah  Glaz
    Lecture Notes in Mathematics 137, Springer-Verlag, 1989
    Reprinted by Springer, 2007.
                 Available online at:  Springerlink.com
                 Review:  Math Reviews 90f:13001
          

Collaborative Art Projects

 

 

Videos/Audios

   Mathematical Modeling: Poems from "Ode to Numbers"
   Sarah Glaz reading: "If not loved, then useful," "Mathematical models of rejection," and "On the way to New Jersey in winter of 2000"
   Poetry Reading at the Joint Mathematics Meetings, Denver, CO, January 2020; and
   Bridges 2020 Virtual Poetry Reading, August 2020

    Esta semana en La Maja Desnuda las voces protagonistas son las de
    Emily Grosholz, Philip Holmes y Sarah Glaz. Poesia que convoca a las matematica (Mayo 2019):
     http://www.upv.es/rtv/radio/la-maja-desnuda/61811   

  Sarah Glaz, Enheduanna: Princess, Priestess, Poet and Mathematician, The Mathematical Intelligencer 42 (2), 31-46, 2020 (DOI:10.1007/s00283-019-09914-7)
    Springer Link: https://link.springer.com/article/10.1007/s00283-019-09914-7 
  Emily Grosholz and Sarah Glaz, How to Use Prime Numbers and Periodicity to Write a Poem, Proceedings of Bridges Linz, 643-646,  2019
  Sarah Glaz, Artist Interview: JoAnne Growney, Journal of Mathematics and the Arts 13, 243-260, 2019 (DOI: 10.1080/17513472.2018.1532869)
  Sarah Glaz, Ode aos Numeros Primos, Revista Brasileira, Fase VIII, Ano V, No. 88, 19-31, 2016
  Sarah Glaz, Poems Structured by Integer Sequences, Journal of Mathematics and the Arts 10, 44-52, 2016
  Sarah Glaz, Guest Editor's Introduction, Journal of Mathematics and the Arts 8, 1-4, 2014
  Paul-Jean Cahen, Marco Fontana, Sophie Frisch and Sarah Glaz, Open Problems in Commutative Ring Theory, Commutative Algebra: Recent Advances in Commutative Rings,
    Integer-Valued Polynomials and Polynomial Functions, Springer, 353-375, 2014
  Sarah Glaz, Ode to Prime Numbers, American Scientist 101, 246-250, 2013
    Ode to Prime Numbers (the online version at the American Scientist website)
  Ryan Schwarz and Sarah Glaz, Commutative Group Rings with von Neumann Regular Total Rings of Quotients,  Journal of Algebra 388, 287-293, 2013
  Sarah Glaz, Mathematical Ideas in Ancient Indian Poetry, Proceedings of Bridges Enschede, 27-34, 2013
  Su Liang, Sarah Glaz, Thomas DeFranco, Charles Vinsonhaler, Robin Grenier and Fabiana Cardetti,
     An Examination of the Preparation and Practice of Grades 7-12 Mathematics Teachers from the Shandong Province in China, Journal of Mathematics Teacher Education 16, 149-160, 2013 
  Su Liang, Sarah Glaz and Thomas DeFranco, Investigating Characteristics of Award-Winning Grades 7-12 Mathematics Teachers from the Shandong Province in China, Current Issues in Education 15, 2012 (online)
  Sarah Glaz, Mathematical Pattern Poetry, Proceedings of Bridges Towson, 65-72, 2012
  Sarah Glaz and Ryan Schwarz, Finiteness and Homological Conditions in Commutative Group Rings, Progress in Commutative Algebra 2, De Gruyter, 129-143, 2012
  Sarah Glaz, Poetry Inspired by Mathematics: a Brief Journey through History, Journal of Mathematics and the Arts 5, 171-183, 2011
  Sarah Glaz, The Poetry of Prime Numbers, Proceedings of Bridges Coimbra, 17-24, 2011
  Sarah Glaz and Ryan Schwarz, Prufer Conditions in Commutative Rings, The Arabian Journal of Science and Engineering 36, 967-983, 2011
  Sarah Glaz, The Enigmatic Number e: A History in Verse and its Uses in the Mathematics Classroom, MAA Loci: Convergence, April 10,  2010
  Sarah Glaz, Poetry Inspired by Mathematics, Proceedings of Bridges Pecs, 35 - 43, 2010
  Sarah Glaz and Su Liang, Modeling with Poetry in an Introductory College Algebra Course and Beyond, Journal of Mathematics and the Arts 3, 123-133, 2009
  Silvana Bazzoni and Sarah Glaz, The Gaussian Properties of Total Rings of Quotients, Journal of Algebra 310, 180-193, 2007
  Silvana Bazzoni and Sarah Glaz, Prufer Rings,  Multiplicative Ideal Theory in Commutative Algebra, Springer, 55-72, 2006
  Sarah Glaz, The Weak Dimensions of Gaussian Rings, Proceedings of the American Math. Society 133, 2507-2513, 2005
  Sarah Glaz, Prufer Conditions in Rings With Zero-Divisors,  CRC Press Lecture Notes in Pure and Applied Math. 241, 272-282, 2005
  Sarah Glaz, Controlling the Zero-Divisors of a Commutative Ring, Marcel Dekker Lecture Notes in Pure and Applied Math. 231, 191-212, 2002
  Sarah Glaz, Homological Characterizations of Rings: The Commutative Case, The Concise Handbook of Algebra, Kluwer, 505-508, 2002
  Sarah Glaz, Finite Conductor Properties of R(X) and R<X>, Marcel Dekker Lecture Notes in Pure and Applied Math. 220, 231-250, 2001
  Alberto Corso and Sarah Glaz, Gaussian Ideals and Dedekind-Mertens Lemma, Marcel Dekker Lecture Notes in Pure and Applied Math. 217, 131-144, 2001
  Sarah Glaz, Finite Conductor Rings, Proceedings of the American Math. Society 129, 2833-2843, 2001

   Since time is a dense substance impossible to alter

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