Faculty

Institution

Unit

Venue

Jeffrey Ehme

Spelman College

Affiliations

Division of Natural Science and Mathematics

Mathematics

NoneJeffrey Ehme is currently serving as a Division Of Natural Science And Mathematics faculty at Spelman College.

Honors

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Experiences

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Education

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Jeffrey Ehme

Spelman College

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applied mathematics boundary value problems partial differential equations differential equations nonlinear analysis nonlinear functional analysis ordinary differential equations abstract and applied analysis elliptic equations mathematics mathematical analysis nonlinear equations calculus of variations rational mechanic nonlinear hyperbolic problem uniqueness implies existence numerical analysis geometric analysis nonlinear systems nonlinear science physics music atomic spectroscopy spectral theory modern literature convex analysis free boundary problems riemann-hilbert problem spectral searching spectral analysis multidimensional signal processing spectral imaging coherent process singularly perturbed problem general music musical analysis continuous optimization variational analysis nonlinear boundary conditions functional-differential systems boundary conditions combination differences miller-rabin theme right focal problems various classes math xmlns mo stretchy=

Notable Scholarly Works

Notable Federal Grants

Collaborators

Variations on a Miller–Rabin Theme. PRIMUS (2023)

musical analysisgeneral musicmiller–rabin thememusicmusic theorymodern literature

Proof and Use of the Method of Combination Differences for Analyzing High-Resolution Coherent Multidimensional Spectra. Mathematics (2020)

spectral searchingphysicscoherent processcombination differencesharmonic analysisspectroscopyspectral theorysignal processingatomic spectroscopymultidimensional signal processingspectral analysisspectral imagingapplied mathematics

Uniqueness Implies Existence of Solutions for Nonlinear Focal-Like Boundary Value Problems. Applied Mathematics Letters (2009)

partial differential equationsnonlinear functional analysisnonlinear equationsnonlinear hyperbolic problemnonlinear scienceelliptic equationsnonlinear systemsboundary value problemsuniqueness implies existenceapplied mathematicsnonlinear analysisdifferential equations

Uniqueness Implies Existence of Solutions for Nonlinear ( K ; J ) Point Boundary Value Problems for Nth Order Differential Equations. Electronic journal of qualitative theory of differential equations (2009)

partial differential equationsmathematical analysisnonlinear equationsnonlinear functional analysisnonlinear hyperbolic problemordinary differential equationsabstract and applied analysismo stretchy=math xmlnsboundary value problemsuniqueness implies existenceapplied mathematicscalculus of variationsnonlinear analysisdifferential equations

Uniqueness Implies Existence for Various Classes of Nth Order Boundary Value Problems. International Journal of Dynamical Systems and Differential Equations (2007)

partial differential equationsmathematical analysisnonlinear functional analysisfunctional analysisordinary differential equationselliptic equationsabstract and applied analysisboundary value problemsuniqueness implies existenceapplied mathematicsmathematicsvarious classesdifferential equations

Uniqueness and Existence for Bounded Boundary Value Problems. Journal of Mathematical Analysis and Applications (2005)

partial differential equationsfunctional analysisabstract and applied analysisboundary value problemsfree boundary problemsdifferential equations

Uniqueness and Existence for Perturbed Focal Boundary Value Problems. Applied Mathematics Letters (2005)

partial differential equationsnonlinear functional analysisrational mechanicordinary differential equationselliptic equationssingularly perturbed problemgeometric analysisboundary value problemsapplied mathematicsmathematicsnonlinear analysisdifferential equations

Upper and Lower Solution Methods for Fully Nonlinear Boundary Value Problems. Journal of Differential Equations (2002)

Jeffrey EhmePaul W. EloeJohnny Henderson

numerical analysisboundary value problemsapplied mathematics

Existence of Solutions for 2N^Th Order Nonlinear Generalized Sturm-Liouville Boundary Value Problems. Mathematical Inequalities & Applications (2001)

Jeffrey EhmePaul W. EloeJohnny Henderson

mathematical analysisboundary value problemsapplied mathematics

Uniqueness and Existence for Nth-Order Right Focal Boundary Value Problems. Applied Mathematics Letters (2000)

partial differential equationsnonlinear functional analysisriemann-hilbert problemelliptic equationsboundary value problemsapplied mathematicsmathematicsnumerical analysisdifferential equations

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Jeffrey Ehme

Spelman College

Affiliations

Division of Natural Science and Mathematics

Mathematics

NoneJeffrey Ehme is currently serving as a Division Of Natural Science And Mathematics faculty at Spelman 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

Jeffrey Ehme

Spelman College

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Variations on a Miller–Rabin Theme. PRIMUS (2023)

musical analysisgeneral musicmiller–rabin thememusicmusic theorymodern literature

Proof and Use of the Method of Combination Differences for Analyzing High-Resolution Coherent Multidimensional Spectra. Mathematics (2020)

Uniqueness Implies Existence of Solutions for Nonlinear Focal-Like Boundary Value Problems. Applied Mathematics Letters (2009)

Uniqueness Implies Existence for Various Classes of Nth Order Boundary Value Problems. International Journal of Dynamical Systems and Differential Equations (2007)

Uniqueness and Existence for Bounded Boundary Value Problems. Journal of Mathematical Analysis and Applications (2005)

partial differential equationsfunctional analysisabstract and applied analysisboundary value problemsfree boundary problemsdifferential equations

Uniqueness and Existence for Perturbed Focal Boundary Value Problems. Applied Mathematics Letters (2005)

Upper and Lower Solution Methods for Fully Nonlinear Boundary Value Problems. Journal of Differential Equations (2002)

Jeffrey EhmePaul W. EloeJohnny Henderson

numerical analysisboundary value problemsapplied mathematics

Existence of Solutions for 2N^Th Order Nonlinear Generalized Sturm-Liouville Boundary Value Problems. Mathematical Inequalities & Applications (2001)

Jeffrey EhmePaul W. EloeJohnny Henderson

mathematical analysisboundary value problemsapplied mathematics

Uniqueness and Existence for Nth-Order Right Focal Boundary Value Problems. Applied Mathematics Letters (2000)

partial differential equationsnonlinear functional analysisriemann-hilbert problemelliptic equationsboundary value problemsapplied mathematicsmathematicsnumerical analysisdifferential equations

1
2
10 / page