This profile is built from public research funding records (CIHR, NSERC and SSHRC). We have not imported them from a University of Toronto directory, so their publications, courses and email address may be missing. Find their university profile.
Research
Latest funding
- $38,000
Quantitative homotopy theory and geometric inequalities
NSERC · 2024 · Principal investigator
- $120,000
Quantitative Homotopy Theory and Geometric Inequalities
NSERC · 2018 · Principal investigator
- $115,000
Quantitative Homotopy Theory and Geometric Inequalities
NSERC · 2013 · Principal investigator
Quantitative homotopy theory and geometric inequalities
Principal investigators: Rotman, Regina
Keywords: riemannian geometry; comparison geometry; periodic geodesics; geodesic loops; geodesic nets; minimal surfaces; ricci curvature; scalar curvature; width of homotopies; curvature-free geometric inequalities
Quantitative Homotopy Theory and Geometric Inequalities
Principal investigators: Rotman, Regina
Quantitative Homotopy Theory and Geometric Inequalities
Principal investigators: Rotman, Regina
External objects in Riemannian geometry
Principal investigators: Rotman, Regina
Quantitative topology and extremal objects in Riemannian geometry
Principal investigators: Rotman, Regina
Quantitative topology and riemannian geometry
Principal investigators: Rotman, Regina
The length of the shortest closed geodesic and the quantitative homotopy theory
Principal investigators: Rotman, Regina
From CIHR, NSERC and SSHRC funding decisions: CIHR since 2008, NSERC since 1991 and SSHRC since 1998, including their latest published competition results.
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