Narek Hovsepyan

Narek Hovsepyan

Temple University

H-index: 3

North America-United States

About Narek Hovsepyan

Narek Hovsepyan, With an exceptional h-index of 3 and a recent h-index of 3 (since 2020), a distinguished researcher at Temple University, specializes in the field of Mathematical Analysis.

His recent articles reflect a diverse array of research interests and contributions to the field:

Far field broadband approximate cloaking for the Helmholtz equation with a Drude-Lorentz refractive index

On the lack of external response of a nonlinear medium in the second-harmonic generation process

On the distribution of Born transmission eigenvalues in the complex plane

On the Extreme Rays of the Cone of Quasiconvex Quadratic Forms: Extremal Determinants Versus Extremal and Polyconvex Forms

Rigidity of a thin domain depends on the curvature, width, and boundary conditions

On the commutation properties of finite convolution and differential operators II: sesquicommutation

On the optimal analytic continuation from discrete data

Quasiconvex quadratic forms with zero acoustic tensor determinant are polyconvex

Narek Hovsepyan Information

University

Position

___

Citations(all)

23

Citations(since 2020)

22

Cited By

12

hIndex(all)

3

hIndex(since 2020)

3

i10Index(all)

0

i10Index(since 2020)

0

Email

University Profile Page

Google Scholar

Narek Hovsepyan Skills & Research Interests

Mathematical Analysis

Top articles of Narek Hovsepyan

Far field broadband approximate cloaking for the Helmholtz equation with a Drude-Lorentz refractive index

Journal de Mathématiques Pures et Appliquées

2024/2/1

Fioralba Cakoni
Fioralba Cakoni

H-Index: 24

Narek Hovsepyan
Narek Hovsepyan

H-Index: 2

On the lack of external response of a nonlinear medium in the second-harmonic generation process

arXiv preprint arXiv:2401.00998

2024/1/2

On the distribution of Born transmission eigenvalues in the complex plane

Asymptotic Analysis

2024/1/1

Narek Hovsepyan
Narek Hovsepyan

H-Index: 2

On the Extreme Rays of the Cone of Quasiconvex Quadratic Forms: Extremal Determinants Versus Extremal and Polyconvex Forms

Archive for Rational Mechanics and Analysis

2022/4

Narek Hovsepyan
Narek Hovsepyan

H-Index: 2

Rigidity of a thin domain depends on the curvature, width, and boundary conditions

Applied Mathematics & Optimization

2021/12/1

Narek Hovsepyan
Narek Hovsepyan

H-Index: 2

On the commutation properties of finite convolution and differential operators II: sesquicommutation

Results in Mathematics

2021/8

Narek Hovsepyan
Narek Hovsepyan

H-Index: 2

On the optimal analytic continuation from discrete data

arXiv preprint arXiv:2106.01471

2021/6/2

Narek Hovsepyan
Narek Hovsepyan

H-Index: 2

Quasiconvex quadratic forms with zero acoustic tensor determinant are polyconvex

arXiv e-prints

2021/2

Narek Hovsepyan
Narek Hovsepyan

H-Index: 2

Quantification of Stability of Analytic Continuation with Applications to Electromagnetic Theory

2021

Narek Hovsepyan
Narek Hovsepyan

H-Index: 2

On the Feasibility of Extrapolation of the Complex Electromagnetic Permittivity Function Using Kramers--Kronig Relations

SIAM Journal on Mathematical Analysis

2021

Narek Hovsepyan
Narek Hovsepyan

H-Index: 2

Optimal Error Estimates for Analytic Continuation in the Upper Half‐Plane

Communications on Pure and Applied Mathematics

2021/1

Narek Hovsepyan
Narek Hovsepyan

H-Index: 2

See List of Professors in Narek Hovsepyan University(Temple University)