Faculty

Institution

Unit

Venue

James Kelly

Associate Professor

Christopher Newport University

Affiliations

Mathematics

James Kelly is currently serving as a Mathematics Associate Professor at Christopher Newport University.

Honors

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Experiences

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Education

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James Kelly

Christopher Newport University

Associate Professor

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applied mathematics topology mathematics inverse limits graph theory algebraic topology mathematical analysis functional analysis discrete mathematics dynamical systems topological combinatorics markov kernel markov decision process set-theoretic topology hidden markov model convergence analysis discrete dynamical systems markov set-valued functions set-valued functions specification property infinite entropy entropy conjugacy markov multi-maps generalized inverse limits cantor sets real analysis geometric measure theory function spaces nonlinear science nonlinear dynamics rational mechanic pure mathematics geometry and topology set theory general systems boundary value problems mathematical physics

Notable Scholarly Works

Notable Federal Grants

Collaborators

Cantor Sets as Generalized Inverse Limits. Fundamenta Mathematicae (2024)

Lori AlvinSina GreenwoodJames P. Kelly

cantor setsgeneralized inverse limitsmathematics

Topological Dynamics of Markov Multi-Maps of the Interval. Topology and its Applications (2023)

James P. KellyKevin McGoff

topologyapplied mathematics

Direct Limits of Adele Rings and Their Completions. Rocky Mountain Journal of Mathematics (2020)

Direct Limits of AdèLe Rings and Their Completions. Rocky Mountain Journal of Mathematics (2020)

Entropy Conjugacy for Markov Multi-Maps of the Interval. Discrete and Continuous Dynamical Systems (2020)

James P. KellyKevin McGoff

discrete dynamical systemsentropy conjugacydiscrete mathematicsmarkov multi-mapsapplied mathematicsdynamical systems

Linear Operators With Infinite Entropy. Journal of Mathematical Analysis and Applications (2020)

Endpoints of Inverse Limits for a Family of Set-Valued Functions. Topology Proceedings (2019)

Topological Entropy of Markov Set-Valued Functions. Ergodic Theory and Dynamical Systems (2019)

Chaotic Dynamics in a Family of Set-Valued Functions. Minnesota Journal of Undergraduate Mathematics (2018)

Markov Set-Valued Functions and Their Inverse Limits. Topology and its Applications (2018)

Lori AlvinJames P. Kelly

graph theorytopologyinverse limitsmathematicsset-theoretic topologymarkov set-valued functionsmarkov decision processalgebraic topologyhidden markov modelmarkov kerneltopological combinatorics

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James Kelly

Associate Professor

Christopher Newport University

Affiliations

Mathematics

James Kelly is currently serving as a Mathematics Associate Professor at Christopher Newport 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

James Kelly

Christopher Newport University

Associate Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Cantor Sets as Generalized Inverse Limits. Fundamenta Mathematicae (2024)

Lori AlvinSina GreenwoodJames P. Kelly

cantor setsgeneralized inverse limitsmathematics

Topological Dynamics of Markov Multi-Maps of the Interval. Topology and its Applications (2023)

James P. KellyKevin McGoff

topologyapplied mathematics

Direct Limits of Adele Rings and Their Completions. Rocky Mountain Journal of Mathematics (2020)

Direct Limits of AdèLe Rings and Their Completions. Rocky Mountain Journal of Mathematics (2020)

Entropy Conjugacy for Markov Multi-Maps of the Interval. Discrete and Continuous Dynamical Systems (2020)

James P. KellyKevin McGoff

discrete dynamical systemsentropy conjugacydiscrete mathematicsmarkov multi-mapsapplied mathematicsdynamical systems

Linear Operators With Infinite Entropy. Journal of Mathematical Analysis and Applications (2020)

Endpoints of Inverse Limits for a Family of Set-Valued Functions. Topology Proceedings (2019)

Topological Entropy of Markov Set-Valued Functions. Ergodic Theory and Dynamical Systems (2019)

Chaotic Dynamics in a Family of Set-Valued Functions. Minnesota Journal of Undergraduate Mathematics (2018)

Markov Set-Valued Functions and Their Inverse Limits. Topology and its Applications (2018)

Lori AlvinJames P. Kelly

graph theorytopologyinverse limitsmathematicsset-theoretic topologymarkov set-valued functionsmarkov decision processalgebraic topologyhidden markov modelmarkov kerneltopological combinatorics

1
2
10 / page