Faculty

Institution

Unit

Venue

Jennifer Moorhouse

Colgate University

Affiliations

Colgate University

Division of Natural Sciences and Mathematics

Mathematics Department

NoneJennifer Moorhouse is currently serving as a Colgate University faculty at Colgate University.

Honors

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Experiences

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Education

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Jennifer Moorhouse

Colgate University

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applied mathematics mathematics functional analysis composition operators operator algebras operator theory algebra function spaces spectral theory linear operators abstract and applied analysis mathematical analysis linear algebra graph theory difference equations boundary value problems mathematical sciences infinite dimensional analysis topological algebra abstract algebra non-commutative algebras compact differences calkin algebra linear relations rational symbol algebraic combinations

Notable Scholarly Works

Notable Federal Grants

Collaborators

Composition Operators Within Singly Generated Composition C*-Algebras. Israel Journal of Mathematics (2010)

Thomas L. KrieteBarbara D. MacCluerJennifer L. Moorhouse

graph theorycomposition operatorsapplied mathematics

Spectral Theory for Algebraic Combinations of Toeplitz and Composition Operators. Journal of Functional Analysis (2009)

Thomas L. KrieteBarbara D. MacCluerJennifer L. Moorhouse

algebraic combinationsfunctional analysiscomposition operatorsspectral theoryapplied mathematics

Adjoints of Composition Operators With Rational Symbol. Journal of Mathematical Analysis and Applications (2007)

operator theorylinear operatorsfunctional analysisalgebranon-commutative algebrasoperator algebrasfunction spacesabstract algebrarational symbolmathematics

Linear Relations in the Calkin Algebra for Composition Operators. Transactions of the American Mathematical Society (2007)

Thomas KrieteJennifer Moorhouse

linear algebralinear relationscalkin algebracomposition operatorsapplied mathematicsmathematics

Toeplitz-Composition C*-Algebras. ArXiv.org (2006)

Thomas L. KrieteBarbara D. MacCluerJennifer L. Moorhouse

algebraapplied mathematics

Compact Differences of Composition Operators. Journal of Functional Analysis (2004)

abstract and applied analysisoperator theorylinear operatorsmathematical analysisfunctional analysisdifference equationsmathematical sciencesboundary value problemstopological algebraoperator algebrasfunction spacescompact differencesinfinite dimensional analysisspectral theoryapplied mathematicsmathematics

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Jennifer Moorhouse

Colgate University

Affiliations

Colgate University

Division of Natural Sciences and Mathematics

Mathematics Department

NoneJennifer Moorhouse is currently serving as a Colgate University faculty at Colgate 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

Jennifer Moorhouse

Colgate University

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Composition Operators Within Singly Generated Composition C*-Algebras. Israel Journal of Mathematics (2010)

Thomas L. KrieteBarbara D. MacCluerJennifer L. Moorhouse

graph theorycomposition operatorsapplied mathematics

Spectral Theory for Algebraic Combinations of Toeplitz and Composition Operators. Journal of Functional Analysis (2009)

Thomas L. KrieteBarbara D. MacCluerJennifer L. Moorhouse

algebraic combinationsfunctional analysiscomposition operatorsspectral theoryapplied mathematics

Adjoints of Composition Operators With Rational Symbol. Journal of Mathematical Analysis and Applications (2007)

operator theorylinear operatorsfunctional analysisalgebranon-commutative algebrasoperator algebrasfunction spacesabstract algebrarational symbolmathematics

Linear Relations in the Calkin Algebra for Composition Operators. Transactions of the American Mathematical Society (2007)

Thomas KrieteJennifer Moorhouse

linear algebralinear relationscalkin algebracomposition operatorsapplied mathematicsmathematics

Toeplitz-Composition C*-Algebras. ArXiv.org (2006)

Thomas L. KrieteBarbara D. MacCluerJennifer L. Moorhouse

algebraapplied mathematics

Compact Differences of Composition Operators. Journal of Functional Analysis (2004)

1
10 / page