The Log Canonical Threshold Revisited - James Mckernan

The Log Canonical Threshold Revisited - James McKernan

Institute for Advanced Study

JAMI 2022, James Mckernan: Log canonical thresholds for foliations

Toroidal Modifications - James McKernan

Stony Brook Mathematics

James McKernan: 2018 Breakthrough Prize Symposium

Monge-Ampere equations: beyond the classical cases - Semyon Alesker

Stony Brook Mathematics

James McKernan (MIT) / Birational Boundedness of open varieties / 2009-12-22

Logarithmic Riemann-Hilbert Correspondences - Clemens Koppensteiner

Institute for Advanced Study

Karen E. Smith "Measuring Singularities" (Colloquium 2)

Joint Mathematics Meetings

an appearance of a few special constants.

The Riemann Hurwitz formula.

DanielChanMaths

Spectral algebras and non-commutative Hodge-to-de Rham Degeneration

Fields Institute

A fast AIME log problem

Weekly Roundup #358 - May 24th 2023

A very classic number theory problem

James Cummings - Pathological measures

Erwin Schrödinger International Institute for Mathematics and Physics (ESI)

can you generalize this problem??

InfoComm 2017: Will Speaks with James Fife from rp Visual Solutions About Concave and Convex Curved

ZX Spectrum time capsule | Love Letters from Nigel Searle, Sinclair MD