Dennis Merino

Southeastern Louisiana University

Affiliations

The College of Science and Technology

Department Of Industrial And Engineering Technology

Faculty Of Engineering

Faculty Of Mathematics

School Of Graduate

Southeastern Louisiana University

NoneDennis Merino is currently serving as a Industrial And Engineering Technology faculty at Southeastern Louisiana 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

Dennis Merino

Southeastern Louisiana University

You can click a keyword to filter the displayed items

applied mathematics mathematics spectral theory physics symmetry correlation computational mathematics mathematical analysis harmonic analysis particle physics mathematical physics linear algebra scientific computing rational mechanic numerical mathematics mathematical sciences computational physics quantitative science studies matrix theory sparse representations orthogonal polynomials matrix analysis symplectic matrix householder vectors

Notable Scholarly Works

Notable Federal Grants

Collaborators

The ϕ Polar Decomposition When S is Skew-Symmetric. Linear Algebra and its Applications (2024)

Genetic Algorithms: Theory and Application. (2020)

Optimization Using the Simulated Annealing Algorithm. (2020)

The Subspaces Spanned by Householder Vectors Associated With an Orthogonal or a Symplectic Matrix. Linear Algebra and its Applications (2018)

Kennett L. Dela RosaDennis I. MerinoAgnes T. Paras

symplectic geometrymatrix analysisgraph theoryhouseholder vectorsspectral theorylinear algebraorthogonal polynomialsmatrix theorysparse representationsapplied mathematicssymplectic matrixmathematicsnumerical linear algebra

Skew ϕ Polar Decompositions. Linear Algebra and its Applications (2017)

Each N-By-N Matrix With N 1 is a Sum of 5 Coninvolutory Matrices. Linear Algebra and its Applications (2016)

Every 2N-By-2N Complex Matrix is a Sum of Three Symplectic Matrices. Linear Algebra and its Applications (2016)

The Real Orthogonal Group and Vahlen Matrices. (2016)

The Sum of Two ϕ Orthogonal Matrices When S−S is Normal and −1 ∉σ(S−S). Linear Algebra and its Applications (2016)

The ψ Polar Decomposition When the Cosquare of S is Normal. Linear Algebra and its Applications (2016)