Teaching

Current

Introduction to Abstract Algebra (for information, please see the KEATS page)

Previous

 An introduction to Vinberg theory and related arithmetic invariant theory (LMS lecture series mini-course)

    University of Oxford (Somerville College)

• Prelim Groups and Group Actions (Tutorials, 2021)

• Part A Number Theory (Tutorials, 2021) 

• Prelim Linear Algebra (Tutorials, 2020 - 2021)

• Prelim Analysis (Tutorials, 2019 - 2022)

• Part A Linear Algebra (Tutorials, Michaelmas 2019 - 2021)

• Part A Rings and Modules (Tutorials, Hilary 2020 - 2022)

• Part A Group Theory (Tutorials, Trinity 2020)

    University of Cambridge

• • Part 3 essay on p-adic groups (Supervisor, 2018 - 2019)

  • Lie algebras and their representations (Part 3, Michaelmas 2017, 2018) Course Notes typed by Eve Vidalis

• • Groups, Murray Edwards College (Supervisions, Michaelmas 2018)

  • Groups Rings Modules, Gonville and Caius College (Supervisions, Lent 2017)

  • Complex Analysis, Gonville and Caius College and Fitzwilliam College (Supervisions, Lent 2017)

  • Numbers and Sets, Gonville and Caius College (Supervisions, Michaelmas 2016)

    Boston College

• • Principles of Statistics for the Health Sciences, MATH1180 (Spring 2016).

• Finite Probability and Applications, MATH1004-01 (Spring 2015). 

• Calculus I, MATH1100 (Fall 2012, 2013, 2014).

• Calculus II, MATH1101 (Spring 2013, 2014).

• Algebra II, MATH3312 (Teacher's Assistant, Spring 2012).

    City University of New York

• • Precalculus, MAT1375, New York City College of Technology (Spring 2011).

  • Calculus I, Math20100, City College of New York (Fall 2010).

Awards

Donald J. White Teaching Excellence Award (2012 and 2013)