University of Michigan

530 Church Street

Ann Arbor, MI 48109

East Hall 4848

dondi@umich.edu

About me (CV)

I am a fifth year graduate student at University of Michigan. My advisor is Igor Kriz.

Research Interests

I am an algebraic topologist by trade. More specifically, my interests lie in the area of motivic homotopy theory.

My research involves constructing cobordism theories. Most recently I have constructed motivic analogues of unoriented cobordism MO and oriented cobordism MSO. I call these MGLO and MSLO respectively.

Of late I have become interested in equivariant homotopy theory, and more specifically with computing the coefficients of MGLR, which is a motivic analogue of Landweber's MR.

Past Talks and Conferences

• I gave a talk at UCLA Algebraic Topology Seminar on my research in stable motivic homotopy theory on November 16, 2016.

• I gave a talk at UIUC Topology Seminar on my research in stable motivic homotopy theory on September 27, 2016.

• I gave a talk at an AIM workshop on Equivariant derived algebraic geometry on my research in equivariant motivic stable homotopy theory on June 17, 2016.

• I gave a talk at University of Chicago Topology Seminar on my research in stable motivic homotopy theory May 24, 2016.

• I gave a talk at Wayne State Topology Seminar on my research in stable motivic homotopy theory March 8, 2016.

Papers

Motivic analogues of MO and MSO thesis

Motivic analogues of MO and MSO submitted for publication

Current Teaching

WCC teaching

Past Teaching

Winter 2015

Math 115

course website

Dondi's Section Website

Fall 2014

Math 216

course website

Recitation resources

Fall 2013

Math 116 002

course website

Section 002 website

Spring 2013

Math 115 021

course website

Section 021 website

Fall 2012

Math 115 007

Once punctured, the torus could not tell its inside from its outside.

Wedding