Research

• My PhD advisors were Joshua Grochow and Nathaniel Thiem
• I also worked with Rafael Frongillo
• My doctoral research was in algorithms and computational complexity, tensors and group theory, and symbolic dynamics
• Erdős number: 3 (Schrock→Pudwell→Tuza→Erdős)

Publications

• Tyler Schrock, On the complexity of isomorphism in finite group theory and symbolic dynamics, PhD Thesis, University of Colorado Boulder, 2019. PDF
• Tyler Schrock and Rafael Frongillo, Computational complexity of k-block conjugacy, Theoretical Computer Science, https://doi.org/10.1016/j.tcs.2020.12.009.
• Lara Pudwell, Connor Scholten, Tyler Schrock, and Alexa Serrato, Non-contiguous pattern containment in binary trees, ISRN Combinatorics vol. 2014, Article ID 316535, 8 pages, 2014. https://doi.org/10.1155/2014/316535

Classes Taught

University of Colorado Boulder

• Spring 2019: MATH 1212-003 Data and Models instructor
• Fall 2018: MATH 1310-002 Calculus for Life Sciences instructor
• Spring 2018: MATH 1300-003 Calculus 1 instructor
• Fall 2017: MATH 2300-002 Calculus 2 instructor
• Spring 2017: MATH 1300-003 Calculus 1 instructor
• Fall 2016: MATH 1300-013 Calculus 1 instructor
• Spring 2016: MATH 1300-010 Calculus 1 instructor
• Fall 2015: MATH 1300-009 Calculus 1 instructor
• Spring 2015: MATH 1011 College Algebra TA
• Fall 2014: MATH 1011 College Algebra TA

Johns Hopkins University's Center for Talented Youth

• Summer 2017: Paradoxes and Infinities instructor
• Summer 2016: Data Structures and Algorithms instructor