Julia Gordon, University of British Columbia

Research

abelian variety over a finite field isogeny class L-function measure orbital integral p-adic group representation trace formula

Latest funding

Measures, orbital integrals, and counting points.
NSERC · 2020 · Principal investigator
$186,000
Uniform estimates and asymptotics for p-adic orbital integrals and characters
NSERC · 2015 · Principal investigator
$120,000
Uniform estimates and asymptotics for p-adic orbital integrals and characters
NSERC · 2015 · Principal investigator
$125,000

All 6 grants and awards

Measures, orbital integrals, and counting points.

Principal investigatorNSERC2020Discovery Grants Program - Individual

Principal investigators: Gordon, Julia

Keywords: p-adic group; representation; orbital integral; trace formula; measure; abelian variety over a finite field; isogeny class; vinberg monoid; l-function

$186,000

Uniform estimates and asymptotics for p-adic orbital integrals and characters

Principal investigatorNSERC2015Discovery Grants Program - Accelerator Supplements

Principal investigators: Gordon, Julia

$120,000

Uniform estimates and asymptotics for p-adic orbital integrals and characters

Principal investigatorNSERC2015Discovery Grants Program - Individual

Principal investigators: Gordon, Julia

$125,000

Computation and visualization in pure and applied mathematics

Co-investigatorNSERC2010Research Tools and Instruments - Category 1 (<$150,000)

Principal investigators: Doebeli, Michael

$48,530

Motivic integration and p-adic groups

Principal investigatorNSERC2010Discovery Grants Program - Individual

Principal investigators: Gordon, Julia

$100,000

Representations of p-adic groups and motivic integration

Principal investigatorNSERC2006Discovery Grants Program - Individual

Principal investigators: Gordon, Julia

$60,000

From CIHR, NSERC and SSHRC funding decisions: CIHR since 2008, NSERC since 1991 and SSHRC since 1998, including their latest published competition results.

Write to this professor

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Applying for

Mention their NSERC grant from 2020

Subject: Prospective PhD student: abelian variety over a finite field Dear Professor Gordon, My name is [your name], and I am a [your current degree or role] at [your institution]. I am applying for a PhD position starting in [term and year]. Your research on abelian variety over a finite field connects closely to my own work on [your research topic]. [One or two sentences on what you did and what you learned.] I also saw your NSERC-funded project "Measures, orbital integrals, and counting points." (2020), and I would be glad to contribute to work in that direction. Are you accepting new PhD students for [term and year]? I have attached my CV and transcripts, and I would be glad to talk at a time that suits you. Thank you for your time. Kind regards, [your name]