Senior Lecturer

Daniel grew up in Richmond, Vermont and graduated from Mount Mansfield Union High School in 2005. He earned his bachelor's degree in Mathematics and Computer Science from RPI and remained an extra year to get his MS in Mathematics. Daniel received his PhD in Mathematics from the University of Michigan in 2015 where his thesis advisor was Andreas Blass. He spent 3 years as a Visiting Assistant Professor (Postdoc) at the University of Denver before joining ̽̽ in August 2018.

Publications

  1. , The Annals of Pure and Applied Logic, 174 (2023), no. 4, 103244, ISSN 0168-0072.
  2. “” with Francois Dorais, Mathematical Logic Quarterly, 68 (2022), no 2,pp 202-212.
  3. "” with Sy David Friedman, Journal of Symbolic Logic, 86 (2021), no 4,pp 1385-1395.
  4. “” with Natasha Dobrinen, Journal of Symbolic Logic, 86 (2021), no 1, pp 178-209.
  5. “” with Natasha Dobrinen and Karel Prikry, Annals of Pure and Applied Logic, 171 (2020), no. 9, Article 102827.
  6. “” with Natasha Dobrinen, Journal of Symbolic Logic, 85(2020), no 1, pp 87-102.
  7. “” with Osvaldo Guzman Gonzalez, Fundamenta Mathematicae, 248 (2020), no. 8, pp 33-47.
  8. “”, Topology and Its Applications, 235(2018), pp 104-112.
  9. “” with Natasha Dobrinen, Journal of Symbolic Logic, 82 (2017), pp 1560-1575.
  10. “”, Annals of Pure and Applied Logic, 168 (2017), no.8, 1552-1563.
  11. “”, Journal of Symbolic Logic, 81 (2016), pp 711-717.
  12. “” with Scott Schneider, Discrete Math. 338 (2015), no. 11, 2089-2094.
  13. “” with Ilijas Farah, Takeshi Katsura, and Aaron Tikuisis, Jan 2013, Munster Journal of Mathematics 7 (2014) no. 2, 515-528.
  14. “”, College Mathematics Journal, May 2010.

Areas of Expertise and/or Research

Set Theory and Mathematical Logic

Education

  • PhD Mathematics, University of Michigan, 2015
  • MS Mathematics, BS Mathematics and Computer Science, Rensselaer Polytechnic Institute, 2010

CV

File

Contact

Phone:
  • 802-656-8121
Office Location:

Innovation Hall E311

Courses Taught

̽̽: Set Theory HCOL 186, Applied Linear Algebra 122, Linear Algebra 124, Fundamentals of Calculus II 020, Calculus I 021, Real Analysis Math 141, Fundamentals of Mathematics 052, Discrete Structures CS 064
U of Denver: Calculus I & II, Differential Equations, Linear Algebra, Geometry, Multivariable Calculus
U of Michigan: Calculus I & II, Pre-Calculus

Course Syllabi - Fall 2023

Syllabus Math 2055 Fall 2023 (PDF)

Syllabus Math 2468 Fall 2023 (PDF)

Syllabus Math 2522 Section A Fall 2023 (PDF)

Syllabus Math 2522 Section B Fall 2023 (PDF)