Faculty

Institution

Unit

Venue

David Garfinkle

Professor

Oakland University

Affiliations

College of Arts and Sciences

Physics

David Garfinkle is currently serving as a College Of Arts And Sciences Professor at Oakland University.

Honors

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Experiences

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Education

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David Garfinkle

Oakland University

Professor

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physics particle physics general relativity astronomy planetary sciences cosmology astrophysics quantum gravity gravity mathematical physics gravitation theory black holes applied mathematics gravitational waves numerical relativity astroparticle physics space science high-energy astrophysics theoretical physics theoretical high-energy physics particle cosmology high energy physics gravitational collapse modern physics numerical simulations string theory gravitational wave memory entropy quantum cosmology ricci flow quantum science nonlinear phenomena wave theory alternative cosmology gravitational physics choptuik scaling cosmic string gowdy spacetimes cosmic strings scientific computing planetary change numerical mathematics wave motion black hole dynamic gauge field theory gauge theory relativistic astrophysics generic singularities einstein-aether theory exact solution memory effect angular momentum gravitational radiation scale invariance wave equation black hole entropy space weather numerical algorithms nonlinear science condensed matter canadian studies engine research wave propagation space physics primordial gravitational waves special relativity metric graph theory information theory perturbation methods inflation (cosmology) particle methods early universe quantum theory geometric relativity numerical method for partial differential equation general relativistic strings introduction to general relativity

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

An Experiment to Measure Electromagnetic Memory. Classical and Quantum Gravity (2024)

Lydia BieriDavid Garfinkle

electrical engineeringelectromagnetic memory

Asymptotic Behavior of Unstable Perturbations of the Fubini-Study Metric in Ricci Flow. arXiv (Cornell University) (2024)

Garfinkle, DavidIsenberg, JamesKnopf, DanWu, Haotian

asymptotic behavioremergency medicinefluid dynamicsepidemiologyunstable perturbationsapplied mathematicsricci flow

Numerical Simulations of Spacetime Singularities. (2024)

David Garfinkle

spacetime singularitiesplanetary sciencesnumerical mathematicsnumerical analysisnumerical modeling (geology)space sciencenumerical relativitynumerical simulations

Smoothing and Flattening the Universe Through Slow Contraction Versus Inflation. Journal of Cosmology and Astroparticle Physics (2024)

Anna IjjasPaul J. SteinhardtDavid GarfinkleWilliam G. Cook

inflation (cosmology)cosmologyplanetary changeastronomygeneral relativityparticle cosmologyobservational cosmologyinflation

The Synge G-Method: Cosmology, Wormholes, Firewalls, Geometry. Classical and quantum gravity (2024)

George F R EllisDavid Garfinkle

synge g-methodcosmology

A Numerical Stability Analysis of Mean Curvature Flow of Noncompact Hypersurfaces With Type-II Curvature Blowup: II. Experimental Mathematics (2023)

David GarfinkleJames IsenbergDan KnopfHaotian Wu

noncompact hypersurfacesfluid dynamicsnumerical stability analysisfluid mechanicsapplied mathematicsapplied physicstype-ii curvature blowupmean curvature flowengineering

Initial Conditions Problem in Cosmological Inflation Revisited. Physics Letters B (2023)

David GarfinkleAnna IjjasPaul J. Steinhardt

physicsinitial conditions problemcosmological inflationcosmology

Mean Curvature Flow Method for Numerical Cosmology. Physical review. D/Physical review. D. (2023)

Matthew DoniereDavid Garfinkle

physicsnumerical cosmologymathematical physics

Ricci Fall-Off in Static and Stationary Non-Singular Spacetimes, Revisited: The Null Geodesic Method. General Relativity and Gravitation (2023)

David GarfinkleStacey G. Harris

null geodesic methodplanetary sciencesparticle physicsgravitation theorygeneral relativityricci fall-off

A Non-Trivial Pt-Symmetric Continuum Hamiltonian and Its Eigenstates and Eigenvalues. Journal of Mathematical Physics (2022)

Lawrence R. MeadSungwook LeeDavid Garfinkle

physicsmathematical physicsnon-trivial pt-symmetric continuum

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David Garfinkle

Professor

Oakland University

Affiliations

College of Arts and Sciences

Physics

David Garfinkle is currently serving as a College Of Arts And Sciences Professor at Oakland 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

David Garfinkle

Oakland University

Professor

You can click a keyword to filter the displayed items

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

An Experiment to Measure Electromagnetic Memory. Classical and Quantum Gravity (2024)

Lydia BieriDavid Garfinkle

electrical engineeringelectromagnetic memory

Asymptotic Behavior of Unstable Perturbations of the Fubini-Study Metric in Ricci Flow. arXiv (Cornell University) (2024)

Garfinkle, DavidIsenberg, JamesKnopf, DanWu, Haotian

asymptotic behavioremergency medicinefluid dynamicsepidemiologyunstable perturbationsapplied mathematicsricci flow

Numerical Simulations of Spacetime Singularities. (2024)

David Garfinkle

spacetime singularitiesplanetary sciencesnumerical mathematicsnumerical analysisnumerical modeling (geology)space sciencenumerical relativitynumerical simulations

Smoothing and Flattening the Universe Through Slow Contraction Versus Inflation. Journal of Cosmology and Astroparticle Physics (2024)

Anna IjjasPaul J. SteinhardtDavid GarfinkleWilliam G. Cook

inflation (cosmology)cosmologyplanetary changeastronomygeneral relativityparticle cosmologyobservational cosmologyinflation

The Synge G-Method: Cosmology, Wormholes, Firewalls, Geometry. Classical and quantum gravity (2024)

George F R EllisDavid Garfinkle

synge g-methodcosmology

A Numerical Stability Analysis of Mean Curvature Flow of Noncompact Hypersurfaces With Type-II Curvature Blowup: II. Experimental Mathematics (2023)

David GarfinkleJames IsenbergDan KnopfHaotian Wu

noncompact hypersurfacesfluid dynamicsnumerical stability analysisfluid mechanicsapplied mathematicsapplied physicstype-ii curvature blowupmean curvature flowengineering

Initial Conditions Problem in Cosmological Inflation Revisited. Physics Letters B (2023)

David GarfinkleAnna IjjasPaul J. Steinhardt

physicsinitial conditions problemcosmological inflationcosmology

Mean Curvature Flow Method for Numerical Cosmology. Physical review. D/Physical review. D. (2023)

Matthew DoniereDavid Garfinkle

physicsnumerical cosmologymathematical physics

Ricci Fall-Off in Static and Stationary Non-Singular Spacetimes, Revisited: The Null Geodesic Method. General Relativity and Gravitation (2023)

David GarfinkleStacey G. Harris

null geodesic methodplanetary sciencesparticle physicsgravitation theorygeneral relativityricci fall-off

A Non-Trivial Pt-Symmetric Continuum Hamiltonian and Its Eigenstates and Eigenvalues. Journal of Mathematical Physics (2022)

Lawrence R. MeadSungwook LeeDavid Garfinkle

physicsmathematical physicsnon-trivial pt-symmetric continuum

1
2
3
4
5
15
10 / page

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