Faculty

Institution

Unit

Venue

Dmitri Yurievich Burago

Professor

Pennsylvania State University

Affiliations

Eberly College of Science

Department of Mathematics

Dmitri Yurievich Burago is currently serving as a Mathematics Professor at Pennsylvania State University.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Dmitri Yurievich Burago

Pennsylvania State University

Professor

You can click a keyword to filter the displayed items

applied mathematics mathematics geometric topology geometry and topology geometric analysis differential geometry topology mathematical sciences riemannian manifold geometry riemannian geometry functional analysis function spaces mathematical analysis spectral theory global geometry kam theory graph theory nonlinear phenomena entropy global analysis geometric partial differential equation semi-dispersing billiards polyhedron fish biology topological invariants topological dynamics asymptotic formula marine hydrodynamics set-theoretic topology topological properties hyperbolic diffeomorphisms boundary rigidity boundary distance finsler metrics metric space architecture history convex analysis urban geography architectural design applied geography nonlinear dynamics boundary value problems combinatorial theory marine systems manifold modeling graph analysis theta functions separation technology separation techniques norm (mathematics) convex hulls integral geometry gaussian analysis surface modeling riemann-hilbert problem spectral analysis geometric flows spatial theory lie group frattini subgroup nilpotent groups metric graph theory topological graph theory geometric graph theory metric geometry riemannian metrics space hard ball systems lorentz gas euclidean space bilipschitz maps graph discretization proximity graph dynamical coherence filling volume minimality foundational calculus

Notable Scholarly Works

Notable Federal Grants

Collaborators

Metric Spaces. Graduate studies in mathematics (2024)

Alexander, StephanieKapovitch, VitaliPetrunin, Anton

Approximations of the Connection Laplacian Spectra. Mathematische Zeitschrift (2022)

Dmitri BuragoSergei IvanovYaroslav KurylevJinpeng Lu

convolution-type operatorriemannian manifoldapplied mathematicsgeometric analysisfunctional analysisoperator theoryanalogous convolution laplacianconnection laplacianriemannian geometrygeometric topologyspectral theorymathematicsdifferential geometrygeometry and topology

Flexibility of Sections of Nearly Integrable Hamiltonian Systems. Communications in Contemporary Mathematics (2022)

Dmitri BuragoDong ChenSergei Ivanov

discrete integrable systemkam theoryhamiltonian theorymathematical physicssmall perturbationsapplied mathematicsgeometric analysisergodic theoryfunctional analysissymplectic geometrymathematical analysisintegrable hamiltonian systemsgeometric singular perturbation theorystatistical mechanicshamiltonian systemmathematicshamiltonian flowmathematical sciences

Finsler Perturbation With Nondense Geodesics With Irrational Directions. Asian Journal of Mathematics (2021)

Dmitri BuragoDong Chen

numerical analysisapplied mathematicsirrational directionsfinsler perturbationnondense geodesics

An Example of Entropy Non-Expansive Kam-Nondegenerate Nearly Integrable System. arXiv (Cornell University) (2020)

Dmitri BuragoDong ChenSergei Ivanov

discrete integrable systemkam theoryhamiltonian theorymathematical physicsentropy non-expansive kam-nondegenerateentropysymplectic geometryapplied mathematicshamiltonian perturbationpositive metric entropydynamical systemshamiltonian systemmathematicsintegrable systemsmathematical sciences

Announcement of"an Example of Entropy Non-Expansive Kam-Nondegenerate Nearly Integrable System". arXiv (Cornell University) (2020)

Dmitri BuragoDong ChenSergei Ivanov

discrete integrable systemkam theoryhamiltonian theorymathematical physicspositive metric entropyentropyapplied mathematicsergodic theoryhamiltonian perturbationdynamical systemsnonlinear sciencehamiltonian systemkam non-degeneracy conditionsmathematicsintegrable systemsnonlinear phenomenamathematical sciences

Examples of Exponentially Many Collisions in a Hard Ball System. Ergodic Theory and Dynamical Systems (2020)

DMITRI BURAGOSERGEI IVANOV

mathematical physicsasymptotic analysisapplied mathematicsdynamical systemsmathematicsinitial conditionsmany collisionshard ball system

Key Ideas Behind Perturbing Any Completely Integrable Hamiltonian System Obtaining Volume Entropy Non-Expansiveness. arXiv (Cornell University) (2020)

Dmitri BuragoDong ChenSergei Ivanov

kam theoryhamiltonian theorymathematical physicspositive metric entropyentropyapplied mathematicshamiltonian perturbationkey ideasdynamical systemsgeometric singular perturbation theorymathematicsintegrable systemsnonlinear phenomenahamiltonian system

Stability of the Gel'fand Inverse Boundary Problem via the Unique Continuation. arXiv (Cornell University) (2020)

Dmitri BuragoSergei IvanovMatti LassasJinpeng Lu

geometric partial differential equationriemannian manifoldapplied mathematicsgeometric analysisgel'fand inverse problemfunctional analysisunique continuationfunction spacespartial differential equationsgeometric topologymetric spacemathematicsboundary value problemsdifferential geometryspectral theory

Feeble Fish in Time‐Dependent Waters and Homogenization of the G‐Equation. Communications on Pure and Applied Mathematics (2019)

Dmitri BuragoSergei IvanovAlexei Novikov

time‐dependent watersnonlinear systemsapplied mathematicsmathematical biologycontrol problemdynamical systemsnonlinear dynamicsfish biologymathematicsdifferential equationsfeeble fishmarine hydrodynamicsfisheries

1
2
3
4
5
6
10 / page

Dmitri Yurievich Burago

Professor

Pennsylvania State University

Affiliations

Eberly College of Science

Department of Mathematics

Dmitri Yurievich Burago is currently serving as a Mathematics Professor at Pennsylvania State University.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Dmitri Yurievich Burago

Pennsylvania State University

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Metric Spaces. Graduate studies in mathematics (2024)

Alexander, StephanieKapovitch, VitaliPetrunin, Anton

Approximations of the Connection Laplacian Spectra. Mathematische Zeitschrift (2022)

Dmitri BuragoSergei IvanovYaroslav KurylevJinpeng Lu

Flexibility of Sections of Nearly Integrable Hamiltonian Systems. Communications in Contemporary Mathematics (2022)

Dmitri BuragoDong ChenSergei Ivanov

Finsler Perturbation With Nondense Geodesics With Irrational Directions. Asian Journal of Mathematics (2021)

Dmitri BuragoDong Chen

numerical analysisapplied mathematicsirrational directionsfinsler perturbationnondense geodesics

An Example of Entropy Non-Expansive Kam-Nondegenerate Nearly Integrable System. arXiv (Cornell University) (2020)

Dmitri BuragoDong ChenSergei Ivanov

Announcement of"an Example of Entropy Non-Expansive Kam-Nondegenerate Nearly Integrable System". arXiv (Cornell University) (2020)

Dmitri BuragoDong ChenSergei Ivanov

Examples of Exponentially Many Collisions in a Hard Ball System. Ergodic Theory and Dynamical Systems (2020)

DMITRI BURAGOSERGEI IVANOV

mathematical physicsasymptotic analysisapplied mathematicsdynamical systemsmathematicsinitial conditionsmany collisionshard ball system

Key Ideas Behind Perturbing Any Completely Integrable Hamiltonian System Obtaining Volume Entropy Non-Expansiveness. arXiv (Cornell University) (2020)

Dmitri BuragoDong ChenSergei Ivanov

Stability of the Gel'fand Inverse Boundary Problem via the Unique Continuation. arXiv (Cornell University) (2020)

Dmitri BuragoSergei IvanovMatti LassasJinpeng Lu

Feeble Fish in Time‐Dependent Waters and Homogenization of the G‐Equation. Communications on Pure and Applied Mathematics (2019)

Dmitri BuragoSergei IvanovAlexei Novikov

1
2
3
4
5
6
10 / page

Similar Faculty Members

Anton Petrunin

Institution

Pennsylvania State University

mathematics

applied mathematics

David Glickenstein

Institution

University of Arizona

geometry

geometric flows

Xiaodong Cao

Institution

Cornell University

ricci flow

geometric analysis

Mark Eric Fels

Institution

Utah State University

differential geometry

discrete integrable system

Guofang Wei

Institution

University of California, Santa Barbara

Fengbo Hang

Institution

New York University

applied mathematics

mathematics

Harold R. Parks

Institution

Oregon State University

applied mathematics

geometric measure theory

Pierre Albin

Institution

University of Illinois Urbana-Champaign

spectral theory

applied mathematics

Chao Li

Institution

New York University

differential geometry

geometric analysis

Pengzi Miao

Institution

University of Miami

mathematical relativity

differential geometry

Similar Faculty Members

Anton Petrunin

Institution

Pennsylvania State University

mathematics

applied mathematics

David Glickenstein

Institution

University of Arizona

geometry

geometric flows

Xiaodong Cao

Institution

Cornell University

ricci flow

geometric analysis

Mark Eric Fels

Institution

Utah State University

differential geometry

discrete integrable system

Guofang Wei

Institution

University of California, Santa Barbara

Fengbo Hang

Institution

New York University

applied mathematics

mathematics

Harold R. Parks

Institution

Oregon State University

applied mathematics

geometric measure theory

Pierre Albin

Institution

University of Illinois Urbana-Champaign

spectral theory

applied mathematics

Chao Li

Institution

New York University

differential geometry

geometric analysis

Pengzi Miao

Institution

University of Miami

mathematical relativity

differential geometry