This page provides information about Beomjun Choi, including his contact information, curriculum vitae, research interests, employment history, educational background, publications, grants, honors, awards, notes, and teaching experience.

본 페이지는 최범준에 대한 정보(이메일, 이력서, 연구 관심사, 경력, 학력, 출판물, 연구비, 수상 내역, 참고 자료, 교육 경력 등)를 제공한다.

Continuous family of surfaces translating by powers of Gauss curvature

Monge-Ampère equations with right-hand sides of polynomial growth

Classification of bubble-sheet ovals in R^4

Ricci limit flows and weak solutions

Uniqueness of ancient solutions to Gauss curvature flow asymptotic to a cylinder

Finite-dimensional leading order dynamics for the fast diffusion equation near extinction

Asymptotics near extinction for nonlinear fast diffusion on a bounded domain

A note on blowup limits in 3d Ricci flow

Hitting estimates on Einstein manifolds and applications

Inverse mean curvature flow with singularities

Convergence of Gauss curvature flows to translating solitons

Heat flow on time-dependent manifolds

Evolution of non-compact hypersurfaces by inverse mean curvature

Convergence of Curve Shortening Flow to Translating Soliton

Type II singularities on complete non-compact Yamabe flow

A note on the selfsimilarity of limit flows

Diffusion of biological organisms; Fickian and Fokker-Planck type diffusions

Yamabe flow: steady solitons and type II singularities

Classification of bubble-sheet ovals in

Diffusion of biological organisms: Fickian and Fokker--Planck type diffusions

Evolution of noncompact hypersurfaces by inverse mean curvature

Convergence of curve shortening flow to translating soliton

Translating surfaces under flows by sub-affine-critical powers of gauss curvature

Yamabe flow: Steady solitons and type II singularities

Multi-D fast diffusion equation via diffusive scaling of generalized Carleman kinetic equation

Beomjun Choi

교수님 소개

최범준

연구실 소개

연구실 키워드

알럼나이가 간 회사

연구실 지원 방법

대우 조건

연도별 논문 인용수

저널 & 학회 논문 출판 수

연구실 논문 목록

Continuous family of surfaces translating by powers of Gauss curvature

Monge-Ampère equations with right-hand sides of polynomial growth

Classification of bubble-sheet ovals in R^4

연구실 보유 특허

대학별 입시끈

우리 연구실 모집

교수님 소개

최범준

연구실 키워드

알럼나이가 간 회사

연구실 지원 방법

대우 조건

연도별 논문 인용수

저널 & 학회 논문 출판 수

연구실 논문 목록

Continuous family of surfaces translating by powers of Gauss curvature

Monge-Ampère equations with right-hand sides of polynomial growth

Classification of bubble-sheet ovals in R^4

연구실 보유 특허

최근 3년간 연구실적 높은 연구실

대학별 입시끈

우리 연구실 모집