Faculty

Institution

Unit

Venue

Daniel Ruberman

Brandeis University

Affiliations

Division of Science

Department of Mathematics

School of Arts and Sciences

Division of Science

NoneDaniel Ruberman is currently serving as a Mathematics faculty at Brandeis University.

Honors

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Experiences

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Education

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Daniel Ruberman

Brandeis University

You can click a keyword to filter the displayed items

mathematics topology geometry and topology applied mathematics geometric topology knot theory algebraic topology differential geometry spectral theory geometry algebraic geometry topological invariants mathematical sciences group theory graph theory combinatorial theory link analysis manifold modeling topological graph theory general systems global geometry gauge theory analytic number theory homology cobordisms physics nonlinear analysis function spaces topological combinatorics spline (mathematics) geometry of numbers complex geometry topological properties set-theoretic topology supermanifold universal algebra riemannian manifold manifold learning slice knots seiberg-witten equations seiberg-witten invariants lens spaces casson-gordon invariants casson-type invariants periodic ends monopole lefschetz number applied physics convex analysis numerical mathematics fractional calculus nonlinear science mathematical optimization history of mathematics theoretical mathematics low-dimensional systems linkage analysis cross-link link prediction discrete differential geometry riemannian geometry applied algebra domain theory modern algebra link type algebraic graph theory dirac operator donaldson polynomial invariants vanishing theorem nontrivial alexander polynomial sextic surface branched covers knot concordance end-periodic dirac operators

Notable Scholarly Works

Notable Federal Grants

Collaborators

Exotic Families of Embeddings. Proceedings of symposia in pure mathematics (2024)

Dave AucklyDaniel Ruberman

exotic familiesmathematicspure mathematics

Equivariant Hyperbolization of 3-Manifolds via Homology Cobordisms. Topology and its Applications (2023)

Dave AucklyHee Jung KimPaul MelvinDaniel Ruberman

knot theoryequivariant hyperbolizationtopologyhomology cobordisms

On the FrøYshov Invariant and Monopole Lefschetz Number. Journal of Differential Geometry (2023)

Jianfeng LinDaniel RubermanNikolai Saveliev

differential geometrymonopole lefschetz numberfroyshov invariantapplied mathematics

A Levine–Tristram Invariant for Knotted Tori. Algebraic & Geometric Topology (2022)

Daniel Ruberman

topological invariantstopologylevine-tristram invariantgeometry and topologyalgebraic topologygeometric topology

On Positive Scalar Curvature Cobordisms and the Conformal Laplacian on End-Periodic Manifolds. Communications in Analysis and Geometry (2022)

Demetre KazarasDaniel RubermanNikolai Saveliev

topologycommunicationgraph theorygeometry and topologygeometric topologyend-periodic manifolds

On the Spectral Sets of Inoue Surfaces. The Open Book Series (2022)

Daniel RubermanNikolai Saveliev

materials sciencetopologyinoue surfacesspectral theoryspectral sets

On the Monopole Lefschetz Number of Finite-Order Diffeomorphisms. Geometry & Topology (2021)

Jianfeng LinDaniel RubermanNikolai Saveliev

topologygeometrygeometry and topologyfinite-order diffeomorphismsmonopole lefschetz number

On the Thom Conjecture in $Cp^3$. arXiv (Cornell University) (2021)

Daniel RubermanMarko SlaparSašo Strle

knot theorynumber theorygroup theoryapplied mathematicsthom conjecturemathematicsabstract complexity

On the Thom Conjecture in ℂℙ3. International Mathematics Research Notices (2021)

Daniel RubermanMarko SlaparSašo Strle

number theorythom conjecturemathematicsapplied mathematics

Topological Spines of 4–Manifolds. Algebraic & Geometric Topology (2020)

Hee Jung KimDaniel Ruberman

manifold modelingdifferential geometrytopologytopological spinescomplex geometrygeometry and topologyalgebraic topologyalgebraic geometrymathematicsgeometric topology

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Daniel Ruberman

Brandeis University

Affiliations

Division of Science

Department of Mathematics

School of Arts and Sciences

Division of Science

NoneDaniel Ruberman is currently serving as a Mathematics faculty at Brandeis 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

Daniel Ruberman

Brandeis University

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Exotic Families of Embeddings. Proceedings of symposia in pure mathematics (2024)

Dave AucklyDaniel Ruberman

exotic familiesmathematicspure mathematics

Equivariant Hyperbolization of 3-Manifolds via Homology Cobordisms. Topology and its Applications (2023)

Dave AucklyHee Jung KimPaul MelvinDaniel Ruberman

knot theoryequivariant hyperbolizationtopologyhomology cobordisms

On the FrøYshov Invariant and Monopole Lefschetz Number. Journal of Differential Geometry (2023)

Jianfeng LinDaniel RubermanNikolai Saveliev

differential geometrymonopole lefschetz numberfroyshov invariantapplied mathematics

A Levine–Tristram Invariant for Knotted Tori. Algebraic & Geometric Topology (2022)

Daniel Ruberman

topological invariantstopologylevine-tristram invariantgeometry and topologyalgebraic topologygeometric topology

On Positive Scalar Curvature Cobordisms and the Conformal Laplacian on End-Periodic Manifolds. Communications in Analysis and Geometry (2022)

Demetre KazarasDaniel RubermanNikolai Saveliev

topologycommunicationgraph theorygeometry and topologygeometric topologyend-periodic manifolds

On the Spectral Sets of Inoue Surfaces. The Open Book Series (2022)

Daniel RubermanNikolai Saveliev

materials sciencetopologyinoue surfacesspectral theoryspectral sets

On the Monopole Lefschetz Number of Finite-Order Diffeomorphisms. Geometry & Topology (2021)

Jianfeng LinDaniel RubermanNikolai Saveliev

topologygeometrygeometry and topologyfinite-order diffeomorphismsmonopole lefschetz number

On the Thom Conjecture in $Cp^3$. arXiv (Cornell University) (2021)

Daniel RubermanMarko SlaparSašo Strle

knot theorynumber theorygroup theoryapplied mathematicsthom conjecturemathematicsabstract complexity

On the Thom Conjecture in ℂℙ3. International Mathematics Research Notices (2021)

Daniel RubermanMarko SlaparSašo Strle

number theorythom conjecturemathematicsapplied mathematics

Topological Spines of 4–Manifolds. Algebraic & Geometric Topology (2020)

Hee Jung KimDaniel Ruberman

manifold modelingdifferential geometrytopologytopological spinescomplex geometrygeometry and topologyalgebraic topologyalgebraic geometrymathematicsgeometric topology

1
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5
6
7
10 / page

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Similar Faculty Members

Shulim Kaliman

Institution

University of Miami

algebraic structure

algebraic geometry

Ronald J. Stern

Institution

University of California, Irvine

mathematical physics

low dimensional topology

Richard Ehrenborg

Institution

University of Kentucky

mathematics education

discrete structure

Richard Weiss

Institution

Tufts University

group theory

general system

Danny Calegari

Institution

University of Chicago

mathematics

topology

Uwe Nagel

Institution

University of Kentucky

mathematics

applied mathematics

Aravind Asok

Institution

University of Southern California

algebra

mathematical linguistics

Darren Long

Institution

University of California, Santa Barbara

low dimensional topology

topology

Alexander Polishchuk

Institution

University of Oregon

applied mathematics

mathematics

Norman Johnson

Institution

University of Iowa

algebra

finite group theory