Assistant Professor, Louisiana Tech University
Oct, 2024 - Present
Blake Farman
Mathematician
Background
About
About
Assistant Professor of Mathematics at Louisiana Tech University.
Work Experience
Work Experience
Assistant Professor, University of Louisiana at Monroe
Sep, 2020 - Jun, 20243 years 9 months
Visiting Assistant Professor, Lafayette College
Jul, 2018 - Jul, 20202 years
Education
Education
Mathemtics, Doctor of Philosophy, University of South Carolina
Jan, 2011 - Jan, 2013
Dissertation: Geometry of Derived Categories on Noncommutative Projective Schemes
Advisor: Matthew Ballard
Mathematics, Master of Science, University of Vermont
Sep, 2009 - Jun, 2011
Computer Science, Bachelor of Science, Rensselaer Polytechnic Institute
Sep, 2005 - Jun, 2009
Awards
Awards
Applied eXploration in Open Mathematics Lab [AXIOM Lab] ($60,875) , Louisiana Board of Regents
Awarded on: Jul 01, 2025
Departmental Enhancement Grant to establish a dedicated research collaboration lab within the Mathematics and Statistics program at Louisiana Tech University.
Student Activity Enhancement Fee ($2,000) , Student Development, University of Louisiana at Monroe
Awarded on: Mar 01, 2024
Funded trip for ULM students to attend the annual meeting of the Louisiana-Mississippi section of the Mathematical Association of America.
Capital One Endowed Professorship in Mathematics ($5370) , University of Louisiana at Monroe
Awarded on: Sep 01, 2022
Capital One Endowed Professorship in Mathematics ($5070) , University of Louisiana at Monroe
Awarded on: Sep 01, 2021
Capital One Endowed Professorship in Mathematics ($4790) , University of Louisiana at Monroe
Awarded on: Sep 01, 2020
Volunteer Work
Volunteer Work
Membership Outreach Director (Officer), Friends of Black Bayou
Jan, 2026 - Present
Communication Coordinator (Officer), Louisiana Mississippi Section, Mathematical Association of America
Feb, 2025 - Present
Director at Large, Friends of Black Bayou
- Present
Publications
Publications
Kernels for noncommutative projective schemes , J. Noncommut. Geom.
Published on: Nov 24, 2021
We give a noncommutative geometric description of the internal Hom dg-category in the homotopy category of dg-categories between two noncommutative projective schemes in the style of Artin–Zhang. As an immediate application, we give a noncommutative projective derived Morita statement along the lines of Rickard and Orlov.