Faculty profile
Steven Lu
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Read how they describe their research on their Université du Québec à Montréal profile.
Latest funding
- $63,000
Complex geometry of orbifold pairs and of their moduli spaces; structure, classification and relation to arithmetic geometry
NSERC · 2022 · Principal investigator
- $132,000
Generalized hyperbolicity and the geometry of algebraic varieties
NSERC · 2016 · Principal investigator
- $75,000
Hyperbolicity and classification theory in complex algebraic geometry
NSERC · 2010 · Principal investigator
No publications available.
Complex geometry of orbifold pairs and of their moduli spaces; structure, classification and relation to arithmetic geometry
Principal investigators: Lu, Steven
Keywords: orbifold complex hyperbolic/birational geometry, hol. curves; kähler mfds of semi-negative holomorphic sectional curvature; orbifold uniformisation of calabi-yau/general type varieties; hyperkähler manifolds/abelian fibrations, c^n-dominability; orbifold lang-vojta conjectures, big picard type theorems; (mori)hyperbolicity & positivity/nefness of adjoint divisors; log birational geometry/lmmp/abundance & cnm conjectures; stability of tensorial sheaves/duy&simpson's correspondences; moduli space of polarized mfds/family of minimal varieties; general bogomolov-miyaoka-yau inequality, ke and he metrics
Generalized hyperbolicity and the geometry of algebraic varieties
Principal investigators: Lu, Steven
Hyperbolicity and classification theory in complex algebraic geometry
Principal investigators: Lu, Steven
The birational geometry and classification of varieties endowed with logarithmic/orbifold structures as motivated by hyperbolic geometry
Principal investigators: Lu, Steven
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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Profile data last refreshed on September 26, 2026 from the university directory, publication records and CIHR, NSERC and SSHRC funding.