Department of Mathematics Office: JWB 315 University of Utah Phone

MARK SHOEMAKER CURRICULUM VITAE

Department of Mathematics Ofﬁce: JWB 315 University of Utah Phone: 970-690-7973 155 S 1400 E Room 233 Email: [email protected] Salt Lake City, Utah 84112 http://www.math.utah.edu/ markshoe/

PROFESSIONAL PREPARATION 2013 - University of Utah Don H. Tucker Postdoctoral Fellow Mentor: Professor Y.-P. Lee Outstanding Postdoc Award

2013 University of Michigan Ph.D., Mathematics Advisor: Professor Yongbin Ruan Outstanding Graduate Student Instructor Award

2008 University of Puget Sound B.S., Mathematics Summa Cum Laude President’s Award for Academic Excellence

RESEARCH INTERESTS My mathematical interests lie in enumerative geometry and its relation to mathematical physics. The current focus of my research involves using predictions from mirror symmetry to relate Gromov-Witten invariants to other classes of algebro-geometric objects. The work involves algebraic geometry, symplectic geometry, combinatorics and mathematical physics.

PUBLICATIONS (1) Quantum Cohomology of Toric Blowups and Landau–Ginzburg Correspondences (with Pedro Acosta), Preprint: arXiv:1504.04396. (2) A proof of the Landau–Ginzburg/Calabi–Yau correspondence via the crepant transformation con- jecture (with Nathan Priddis and Y.-P. Lee), Preprint: arXiv:1410.5503. (3) A Landau–Ginzburg/Calabi–Yau correspondence for the mirror quintic (with Nathan Priddis), Submitted, Preprint: arXiv:1309.6262. (4) Geometric quantization with appications to Gromov–Witten theory (expository article with Emily Clader and Nathan Priddis), Preprint: arXiv:1309.1150. (5) Birationality of Berglund–H¨ubsch–Krawitzmirrors, Comm. Math. Phys. October 2014, Vol- ume 331, Issue 2, 417-429. (6) A mirror theorem for the mirror quintic (with Y.-P. Lee), Geom. Topol. 18 (2014) 1437-1483.

FELLOWSHIPSAND HONORS (1) Don H. Tucker Postdoctoral Fellow, University of Utah, 2015. (2) Outstanding Postdoc Award, University of Utah, 2015. (3) Outstanding Graduate Student Instructor Award, University of Michigan (University- wide competition), 2012. 1 2

(4) Mathematics Department Teaching Award, University of Michigan, 2011. (5) One Term Dissertation Fellowship, University of Michigan, Spring 2013. (6) NSF RTG Fellowship, University of Michigan, Spring 2011, Spring/Fall 2012. (7) President’s Award for Academic Excellence, University of Puget Sound, 2008. (8) Mathematics Department Award for Outstanding Work, University of Puget Sound, 2008. (9) McGill Family Scholarship, University of Puget Sound, 2006-2007. (10) Writing Excellence Award, University of Puget Sound, 2006. (11) Wyatt Trustee Scholarship, University of Puget Sound, 2004 - 2007.

TEACHING Instructor Adv. Eng. Calculus II: Math 1321, University of Utah, Spring/Fall 2014. AP Calculus II: Math 1260, University of Utah, Fall 2013. Calculus II: Math 116, University of Michigan, Spring 2010, Fall 2011. Calculus I: Math 115, University of Michigan, Spring/Fall 2009. Pre-Calc: Math 105, University of Michigan, Fall 2008.

Course Co-Coordinator Math 105: Pre-Calc with Angela Kubena, University of Michigan, Fall 2010.

PROFESSIONAL ACTIVITIES Selected Talks. (1) Stanford University. Algebraic Geometry Seminar, Jan 2015. (2) Colorado State University. Departmental Colloquium, Jan 2015. (3) Brigham Young University. Algebraic Geometry Seminar, Nov 2014. (4) San Francisco State University. AMS Fall Western Section Meeting, Oct 2014. (5) Colorado State University. FRAGMENT Seminar, Sep 2014. (6) University of Utah. Algebraic Geometry Seminar, Sep 2013. (7) Hong Kong Institute for Advanced Study. Conference on Quantization, Jul 2013. (8) Princeton University. Algebraic Geometry Seminar, Dec 2012. (9) University of Utah. Algebraic Geometry Seminar, Nov 2012. (10) University of Michigan. Geometry and Physics Seminar, Sep 2012. (11) University of Michigan. Geometry and Physics Seminar, Apr 2012. (12) Colorado State University. FRAGMENT Seminar, Feb 2012. Selected Conferences and Workshops. (1) Moduli Spaces of Curves and Maps, Stanford University, Winter 2015. (2) Summer School in Gromov–Witten Theory, Pingree Park, Colorado, 2014. (3) Conference on Quantization, Hong Kong Institute for Advanced Study, Summer 2013. (4) Mirror Symmetry RTG Workshop, University of Michigan, Spring 2012. (5) RTG Conference on Givental Formalism, University of Michigan, Fall 2011. (6) Summer School on Moduli of Curves and Gromov-Witten Theory, Institut Fourier, France, Summer 2011. 3

(7) Western Algebraic Geometry Seminar, various locations, 2010 - 2015. (8) School on Birational Geometry and Moduli Spaces, University of Utah, Summer 2010.

SYNERGISTIC ACTIVITIES Referee Activities. (1) Advances in Mathematics (2) Conference Proceedings of B-model (3) Duke Mathematical Journal (4) International Mathematics Research Notices Organizational Activities. (1) Summer School in Gromov–Witten Theory, Pingree Park, Colorado, 2014. (2) Algebraic Geometry Seminar, University of Utah, Fall 2014 - present. (3) Mirror Symmetry and Gromov–Witten Theory Reading Seminar, University of Utah, Fall 2013 - Spring 2014. (4) Mirror Symmetry RTG Workshop, University of Michigan, Spring 2012. (5) RTG Conference on Givental Formalism, University of Michigan, Fall 2011. (6) Student Geometry/Physics Seminar, University of Michigan, 2011-2012. (7) Student Geometry/Topogy Seminar, University of Michigan, 2010 - 2011. Summer programs. (1) Instructor at Michigan Math and Science Scholars (with Professor Mel Hochster and Emily Clader), a two-week program at the University of Michigan for high-school students, Sum- mer 2011, 2012. (2) Teacher and Mentor at Canada/USA Mathcamp, a ﬁve-week intensive mathematics summer program for high school students, Summer 2009.