Faculty

Institution

Unit

Venue

Daniela De Silva

Barnard College

Affiliations

Barnard College

Department of Political Science and Government

Department Of Anthropology

Department Of Mathematics

Department Of Physics And Astronomy

Department Of Theatre

NoneDaniela De Silva is currently serving as a Barnard College faculty at Barnard College.

Honors

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Experiences

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Education

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Daniela De Silva

Barnard College

You can click a keyword to filter the displayed items

applied mathematics mathematics free boundary problems boundary value problems partial differential equations differential equations graph theory nonlinear analysis numerical analysis free boundary communication dynamical systems mathematical physics mathematical analysis nonlinear science nonlinear phenomena nonlinear functional analysis engineering functional analysis mathematical optimization spectral theory energy minimization elliptic equations discrete dynamical systems thin one-phase problem short proof distributed sources alt-phillips functional interface science fractional calculus engineering science geometric topology combinatorial theory convex analysis analytic number theory nonlinear hyperbolic problem applied algebra integrable systems engineering mathematics structural graph theory topological graph theory geometric graph theory extremal graph theory geometry of numbers singularly perturbed problem riemann-hilbert problem right hand side free boundary regularity singular energy fractional laplacian convex functionals random surfaces lipschitz free boundaries different operators obstacle-type problems minimal surfaces higher dimensions

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Free Boundary for a Superlinear System. ArXiv.org (2025)

geometric analysisdifferential geometryboundary value problemsmathematical physicsspectral theoryapplied mathematicsmathematics

Two-Phase Problems: Perron Solutions and Regularity of the Neumann Problem in Convex Cones. International Mathematics Research Notices (2025)

Almost Minimizers for a Sublinear System With Free Boundary. Calculus of Variations and Partial Differential Equations (2023)

Daniela De SilvaSeongmin JeonHenrik Shahgholian

sublinear systemfree boundarynumerical analysisapplied mathematics

A Vectorial Problem With Thin Free Boundary. Calculus of Variations and Partial Differential Equations (2023)

Daniela De SilvaGiorgio Tortone

vectorial problemgraph theorythin free boundaryapplied mathematics

Compactness Estimates for Minimizers of the Alt-Phillips Functional of Negative Exponents. Advanced Nonlinear Studies (2023)

Daniela De SilvaOvidiu Savin

harmonic analysisnegative exponentsenergy minimizationcompactness estimatesapplied mathematicsalt-phillips functionalapplied physics

On Bernoulli-Type Elliptic Free Boundary Problems. Notices of the American Mathematical Society (2023)

Daniela De Silva

geometric analysisfree boundary problemsboundary value problemselliptic equationsapplied mathematicsnumber theorygeometry of numberspartial differential equationsmathematicsdifferential equationsordinary differential equations

Uniform Density Estimates and $ \Gamma $-Convergence for the Alt-Phillips Functional of Negative Powers. Mathematics in Engineering (2023)

Daniela De SilvaOvidiu Savin

engineering sciencenegative powersuniform density estimatesmathematical physicsapplied mathematicsalt-phillips functionalapplied physicsengineering mathematicsengineering

Inhomogeneous Global Minimizers to the One-Phase Free Boundary Problem. Communications in Partial Differential Equations (2022)

Daniela De SilvaDavid JerisonHenrik Shahgholian

inhomogeneous global minimizerscommunicationcommunication theoryapplied mathematics

The Alt-Phillips Functional for Negative Powers. arXiv (Cornell University) (2022)

Global Minimizers to the One-Phase Free Boundary Problem.. (2021)

Daniela De Silva

free boundary problemsboundary value problemsapplied mathematicspartial differential equationsglobal minimizersdifferential equationsordinary differential equations

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Daniela De Silva

Barnard College

Affiliations

Barnard College

Department of Political Science and Government

Department Of Anthropology

Department Of Mathematics

Department Of Physics And Astronomy

Department Of Theatre

NoneDaniela De Silva is currently serving as a Barnard College faculty at Barnard College.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Daniela De Silva

Barnard College

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Free Boundary for a Superlinear System. ArXiv.org (2025)

geometric analysisdifferential geometryboundary value problemsmathematical physicsspectral theoryapplied mathematicsmathematics

Two-Phase Problems: Perron Solutions and Regularity of the Neumann Problem in Convex Cones. International Mathematics Research Notices (2025)

Almost Minimizers for a Sublinear System With Free Boundary. Calculus of Variations and Partial Differential Equations (2023)

Daniela De SilvaSeongmin JeonHenrik Shahgholian

sublinear systemfree boundarynumerical analysisapplied mathematics

A Vectorial Problem With Thin Free Boundary. Calculus of Variations and Partial Differential Equations (2023)

Daniela De SilvaGiorgio Tortone

vectorial problemgraph theorythin free boundaryapplied mathematics

Compactness Estimates for Minimizers of the Alt-Phillips Functional of Negative Exponents. Advanced Nonlinear Studies (2023)

Daniela De SilvaOvidiu Savin

harmonic analysisnegative exponentsenergy minimizationcompactness estimatesapplied mathematicsalt-phillips functionalapplied physics

On Bernoulli-Type Elliptic Free Boundary Problems. Notices of the American Mathematical Society (2023)

Daniela De Silva

Uniform Density Estimates and $ \Gamma $-Convergence for the Alt-Phillips Functional of Negative Powers. Mathematics in Engineering (2023)

Daniela De SilvaOvidiu Savin

engineering sciencenegative powersuniform density estimatesmathematical physicsapplied mathematicsalt-phillips functionalapplied physicsengineering mathematicsengineering

Inhomogeneous Global Minimizers to the One-Phase Free Boundary Problem. Communications in Partial Differential Equations (2022)

Daniela De SilvaDavid JerisonHenrik Shahgholian

inhomogeneous global minimizerscommunicationcommunication theoryapplied mathematics

The Alt-Phillips Functional for Negative Powers. arXiv (Cornell University) (2022)

Global Minimizers to the One-Phase Free Boundary Problem.. (2021)

Daniela De Silva

free boundary problemsboundary value problemsapplied mathematicspartial differential equationsglobal minimizersdifferential equationsordinary differential equations

1
2
3
4
5
6
10 / page