Faculty

Institution

Unit

Venue

Omer Yayenie

Murray State University

Affiliations

Jesse D. Jones College of Science, Engineering and Technology

Department Of Mathematics And Statistics

Murray State University

NoneOmer Yayenie is currently serving as a Mathematics And Statistics faculty at Murray State University.

Honors

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Experiences

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Education

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Omer Yayenie

Murray State University

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mathematics combinatorics discrete mathematics number theory geometric group theory group theory combinatorial theory analytic combinatorics enumerative combinatorics frattini subgroup applied mathematics computational science numerical analysis computational mathematics scientific computing geometric topology mathematical sciences boundary value problems symbolic method (combinatorics) computational number theory coxeter group group structure nilpotent groups global analysis free boundary problems fibonacci sequence generalized fibonacci sequences extended binet fuchsian groups modular group hecke groups

Notable Scholarly Works

Notable Federal Grants

Collaborators

The K-Periodic Fibonacci Sequence and an Extended Binet's Formula. Integers (2011)

combinatorial theorydiscrete mathematicsenumerative combinatoricscombinatoricsnumber theoryextended binetmathematicsanalytic combinatorics

A Note on Generalized Fibonacci Sequences. Applied Mathematics and Computation (2010)

Omer Yayenie

computational sciencecomputational mathematicsscientific computinggeneralized fibonacci sequencescomputational number theoryapplied mathematicsmathematicsnumerical analysis

Convex Standard Fundamental Domain for Subgroups of Hecke Groups. Bulletin of the Australian Mathematical Society (2010)

BOUBAKARI IBRAHIMOUOMER YAYENIE

mathematicshecke groups

A New Generalization of Fibonacci Sequence Extended Binet's Formula. Integers (2009)

combinatorial theorydiscrete mathematicsenumerative combinatoricsfibonacci sequencecombinatoricsnumber theorymathematicssymbolic method (combinatorics)analytic combinatorics

Nonexistence of H-Convex Cuspidal Standard Fundamental Domain. Bulletin of the Korean Mathematical Society (2009)

mathematical analysisfunctional analysisglobal analysisgeometric analysisabstract and applied analysisboundary value problemsfree boundary problemsdifferential geometry

H-Convex Standard Fundamental Domain of a Subgroup of a Modular Group. The Ramanujan Journal (2008)

geometry and topologyfrattini subgroupgroup theorygeometric group theorymathematicsalgebraic topologymodular group

Subgroups of Some Fuchsian Groups Defined by Two Linear Congruences. Conformal Geometry and Dynamics of the American Mathematical Society (2007)

frattini subgroupgroup theorygroup structuregeometric group theorymathematical sciencesfuchsian groupsmathematicscoxeter groupnilpotent groupsgeometric topology

1
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Omer Yayenie

Murray State University

Affiliations

Jesse D. Jones College of Science, Engineering and Technology

Department Of Mathematics And Statistics

Murray State University

NoneOmer Yayenie is currently serving as a Mathematics And Statistics faculty at Murray State 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

Omer Yayenie

Murray State University

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

The K-Periodic Fibonacci Sequence and an Extended Binet's Formula. Integers (2011)

combinatorial theorydiscrete mathematicsenumerative combinatoricscombinatoricsnumber theoryextended binetmathematicsanalytic combinatorics

A Note on Generalized Fibonacci Sequences. Applied Mathematics and Computation (2010)

Omer Yayenie

computational sciencecomputational mathematicsscientific computinggeneralized fibonacci sequencescomputational number theoryapplied mathematicsmathematicsnumerical analysis

Convex Standard Fundamental Domain for Subgroups of Hecke Groups. Bulletin of the Australian Mathematical Society (2010)

BOUBAKARI IBRAHIMOUOMER YAYENIE

mathematicshecke groups

A New Generalization of Fibonacci Sequence Extended Binet's Formula. Integers (2009)

combinatorial theorydiscrete mathematicsenumerative combinatoricsfibonacci sequencecombinatoricsnumber theorymathematicssymbolic method (combinatorics)analytic combinatorics

Nonexistence of H-Convex Cuspidal Standard Fundamental Domain. Bulletin of the Korean Mathematical Society (2009)

mathematical analysisfunctional analysisglobal analysisgeometric analysisabstract and applied analysisboundary value problemsfree boundary problemsdifferential geometry

H-Convex Standard Fundamental Domain of a Subgroup of a Modular Group. The Ramanujan Journal (2008)

geometry and topologyfrattini subgroupgroup theorygeometric group theorymathematicsalgebraic topologymodular group

Subgroups of Some Fuchsian Groups Defined by Two Linear Congruences. Conformal Geometry and Dynamics of the American Mathematical Society (2007)

frattini subgroupgroup theorygroup structuregeometric group theorymathematical sciencesfuchsian groupsmathematicscoxeter groupnilpotent groupsgeometric topology

1
10 / page