Pent

Pent

Prasit Bhattacharya

Department of Mathematics

University of Notre Dame


Contact Information:

Department of Mathematics
University of Notre Dame
106 Hayes-Healy Hall
(574) 631-7776
Notre Dame, IN-46556
pbhattac.nd.edu

Presently Teaching: Section 01 (8:20a-9:10a MWF) and Section 02 (10:30a-11:20a MWF)

Linear Algebra and differential equations

Office hours:

2:30p-3:30p MF

Course Notes: Section 01 and Section 02


About Me:

I am currently a Visiting Assistant Professor in university of Notre Dame, working primarily with Mark Behrens. I completed my PhD in August 2015 from Indiana University under the supervision of Michael Mandell. My area of interest is algebraic topology. Specifically computational aspects of Stable Homotopy Theory. I keep keen interest in Logic and Foundations, especially Coalgebra. To find more about me, look into my C.V. To find more about my research please see my research statement.

Research Projects in Progress:

Preprints and publications:

  • Prasit Bhattacharya and Nicolas Ricka
    On the stable Picard groups of A(2)
    arxiv:1702.00230
  • Agnes Beaudry, Mark Behrens, Prasit Bhattacharya, Dominic Culver and Zhouli Xu.
    On the E2-page of the bo-Adams spectral sequence
    arxiv:1702.00230
  • Prasit Bhattacharya and Philip Egger
    A class of 2-local finite spectra which admit a v21-self-map at the prime 2.
    arxiv:1608.06250
  • Prasit Bhattacharya.
    Higher Associativity of Moore Spectra.
    arxiv:1607.02702
  • Prasit Bhattacharya, Philip Egger and Mark Mahowald.
    On the periodic v2 self-map of A1.
    arXiv:1406.3297 (To appear in Algebraic & Geometric Topology)
  • Outside topology:

  • Prasit Bhattacharya
    The p-adic integers as final coalgebra.
    pdf.(To appear in WOLLIC-2015)
  • Prasit Bhattacharya, Larry Moss, Robert Rose and Jayampati Ratnayake.
    Fractal Sets as Final Coalgebras Obtained by Completing an Initial Algebra.
    Article, pdf.

Courses taught in recent past:

  • FALL 2016, Calculus III: Course Notes: Section 03 and Section 06
  • SPRING 2016: Finite Mathematics, Calculus B
  • FALL 2015: Calculus I, Calculus III
  • SUMMER 2015, M118

Recent Talks and slides:

  • A very nice type 2 spectra pdf
    (see my C.V. )
  • Higher associativity of Moore spectra (No slides)
    (see my C.V. )
  • Higher Associativity and Moore spectra.pdf
    GSTGC 2013, Notre Dame.

Useful Links: