Faculty

Institution

Unit

Venue

Veronika Furst

Fort Lewis College

Affiliations

Department Of Mathematics

Fort Lewis College

San Juan Institute Of Natural And Cultural Resources

School Of Arts And Sciences

NoneVeronika Furst is currently serving as a Mathematics faculty at Fort Lewis College.

Honors

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Experiences

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Education

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Veronika Furst

Fort Lewis College

You can click a keyword to filter the displayed items

applied mathematics graph theory power domination spectral theory mathematical analysis numerical analysis functional analysis harmonic analysis signal processing filter (signal processing) wavelet theory graph sparsity multiresolution analyses nordhaus-gaddum problems symmetric matrices engineering systems biology biostatistics combinatorics abstract and applied analysis mathematical sciences function spaces geometric topology global networks difference equations boundary value problems nonlinear phenomena nonlinear analysis analytic combinatorics variational analysis multi-resolution method nonlinear functional analysis signal reconstruction multidimensional analysis topological properties computational topology topological dynamics matrix theory sparse representations planar graphs geometric graph theory topological graph theory microlocal analysis spectral analysis algebraic graph theory structural graph theory graph matching graph products low-pass condition generalized filters generalized multiresolution analyses operator methods low-pass filters path connectedness line graphs characteristic wavelet equations maximum nullity compatible forts distinct eigenvalues

Notable Scholarly Works

Notable Federal Grants

Collaborators

Compatible Forts and Maximum Nullity of a Graph. Graphs and Combinatorics (2025)

Veronika FurstJohn HutchensLon MitchellYaqi Zhang

maximum nullitygraph theorycompatible forts

Graphs With Bipartite Complement That Admit Two Distinct Eigenvalues. arXiv (Cornell University) (2024)

Barrett, WayneFallat, ShaunFurst, VeronikaNasserasr, ShahlaRooney, BrendanTait, Michael

graph theorynetwork sciencegraph sparsityrepresentation theorystructural graph theorybipartite complementalgebraic graph theorydistinct eigenvaluesgraph matchingnetwork analysisspectral theoryapplied mathematics

Regular Graphs of Degree at Most Four That Allow Two Distinct Eigenvalues. Linear Algebra and its Applications (2023)

Wayne BarrettShaun FallatVeronika FurstShahla NasserasrBrendan RooneyMichael Tait

linear algebragraph theoryapplied mathematics

Sparks of Symmetric Matrices and Their Graphs. Electronic Journal of Linear Algebra (2023)

Louis DeaettShaun FallatVeronika FurstJohn HutchensLon MitchellYaqi Zhang

graph theorylinear algebrasymmetric matricesmatrix theoryapplied mathematics

Sparsity of Graphs That Allow Two Distinct Eigenvalues. Linear Algebra and its Applications (2023)

Wayne BarrettShaun FallatVeronika FurstFranklin KenterShahla NasserasrBrendan RooneyMichael TaitHein van der Holst

graph theorygraph sparsitysparse representationslinear algebraapplied mathematics

The Spark of Symmetric Matrices Described by a Graph. arXiv (Cornell University) (2023)

Deaett, LouisFallat, ShaunFurst, VeronikaHutchens, JohnMitchell, LonZhang, Yaqi

graph theoryapplied mathematicssymmetric matrices

Tight Frame Graphs Arising as Line Graphs. The PUMP Journal of Undergraduate Research (2021)

global networksgraph theoryplanar graphstopological graph theorygeometric graph theorymathematicsgeometryline graphsapplied mathematics

Nordhaus–Gaddum Problems for Power Domination. Discrete Applied Mathematics (2018)

Katherine F. BensonDaniela FerreroMary FlaggVeronika FurstLeslie HogbenVioleta Vasilevska

nordhaus-gaddum problemsgraph theoryapplied mathematicsdiscrete mathematicspower domination

Zero Forcing and Power Domination for Graph Products. Iowa State University Digital Repository (Iowa State University) (2018)

Katherine F. BensonDaniela FerreroMary FlaggVeronika FurstLeslie HogbenVioleta VasilevskaBrian Wissman

combinatoricsgraph theoryanalytic combinatoricsapplied mathematicspower dominationgraph products

Note on Nordhaus-Gaddum Problems for Power Domination. arXiv (Cornell University) (2016)

Katherine F. BensonDaniela FerreroMary FlaggVeronika FurstLeslie HogbenVioleta Vasilevska

nordhaus-gaddum problemspower dominationgraph theoryapplied mathematics

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Veronika Furst

Fort Lewis College

Affiliations

Department Of Mathematics

Fort Lewis College

San Juan Institute Of Natural And Cultural Resources

School Of Arts And Sciences

NoneVeronika Furst is currently serving as a Mathematics faculty at Fort Lewis 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

Veronika Furst

Fort Lewis College

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Compatible Forts and Maximum Nullity of a Graph. Graphs and Combinatorics (2025)

Veronika FurstJohn HutchensLon MitchellYaqi Zhang

maximum nullitygraph theorycompatible forts

Graphs With Bipartite Complement That Admit Two Distinct Eigenvalues. arXiv (Cornell University) (2024)

Barrett, WayneFallat, ShaunFurst, VeronikaNasserasr, ShahlaRooney, BrendanTait, Michael

Regular Graphs of Degree at Most Four That Allow Two Distinct Eigenvalues. Linear Algebra and its Applications (2023)

Wayne BarrettShaun FallatVeronika FurstShahla NasserasrBrendan RooneyMichael Tait

linear algebragraph theoryapplied mathematics

Sparks of Symmetric Matrices and Their Graphs. Electronic Journal of Linear Algebra (2023)

Louis DeaettShaun FallatVeronika FurstJohn HutchensLon MitchellYaqi Zhang

graph theorylinear algebrasymmetric matricesmatrix theoryapplied mathematics

Sparsity of Graphs That Allow Two Distinct Eigenvalues. Linear Algebra and its Applications (2023)

Wayne BarrettShaun FallatVeronika FurstFranklin KenterShahla NasserasrBrendan RooneyMichael TaitHein van der Holst

graph theorygraph sparsitysparse representationslinear algebraapplied mathematics

The Spark of Symmetric Matrices Described by a Graph. arXiv (Cornell University) (2023)

Deaett, LouisFallat, ShaunFurst, VeronikaHutchens, JohnMitchell, LonZhang, Yaqi

graph theoryapplied mathematicssymmetric matrices

Tight Frame Graphs Arising as Line Graphs. The PUMP Journal of Undergraduate Research (2021)

global networksgraph theoryplanar graphstopological graph theorygeometric graph theorymathematicsgeometryline graphsapplied mathematics

Nordhaus–Gaddum Problems for Power Domination. Discrete Applied Mathematics (2018)

Katherine F. BensonDaniela FerreroMary FlaggVeronika FurstLeslie HogbenVioleta Vasilevska

nordhaus-gaddum problemsgraph theoryapplied mathematicsdiscrete mathematicspower domination

Zero Forcing and Power Domination for Graph Products. Iowa State University Digital Repository (Iowa State University) (2018)

Katherine F. BensonDaniela FerreroMary FlaggVeronika FurstLeslie HogbenVioleta VasilevskaBrian Wissman

combinatoricsgraph theoryanalytic combinatoricsapplied mathematicspower dominationgraph products

Note on Nordhaus-Gaddum Problems for Power Domination. arXiv (Cornell University) (2016)

Katherine F. BensonDaniela FerreroMary FlaggVeronika FurstLeslie HogbenVioleta Vasilevska

nordhaus-gaddum problemspower dominationgraph theoryapplied mathematics

1
2
10 / page