K. L. Verma

发表

On the centroidal mean Newton's method for simple and multiple roots of nonlinear equations

K. L. Verma, 2016, Int. J. Comput. Sci. Math..

International Journal of Applied Mathematics & Statistics Editorial Board International Journal of Applied Mathematics & Statistics Regularization of Projection Directions via Best Basis Selection Approach Fitting Smooth Paths on Riemannian Manifolds Normal Mode Expansion Method for Generalized Ther

Delfim F. M. Torres, Wang, Liu, 2022 .

On a Variant of Newton’s Method for Simple and Multiple Roots of Non Linear Equations

K. L. Verma, 2016 .

ON THE PHASE AND GROUP VELOCITY OF THERMAOELASTIC RAYLEIGH WAVES IN TRANSVERSELY ISOTROPIC MATERIALS

K. L. Verma, 2014 .

Influences of Non-Locality on the Elastic Wave Surfaces in Elastic Media

K. L. Verma, 2020, Review of Advances in Physics Theories and Applications.

On the propagation of waves in layered anisotropic media in generalized thermoelasticity

K. L. Verma, 2002 .

VERMA WAVE PROPAGATION IN PLATES OF ANISOTROPIC MEDIA ON THE BASIS EXACT THEORY

K. L. Verma, 2011 .

ANALYTICAL SOLUTION OF PLANE HARMONIC WAVES IN THIN ORTHOTROPIC ELASTIC PLATES

K. L. Verma, 2010 .

ON THE MATRIX TECHNIQUES FOR MODELING OF THERMOELASTIC WAVES IN LAYERED STRUCTURES

K. L. Verma, 2006 .

Wave propagation in transversely isotropic plates in generalized thermoelasticity

K. L. Verma, N. Hasebe, 2002 .

THERMOELASTIC VIBRATIONS OF A TRANSVERSELY ISOTROPIC PLATE WITH THERMAL RELAXATIONS

K. L. Verma, 2001 .

Wave propagation in plates of general anisotropic media in generalized thermoelasticity

K. L. Verma, N. Hasebe, 2001 .

Dispersion of Thermoelastic Waves in a Plate With and Without Energy Dissipation

K. L. Verma, N. Hasebe, Norio Hasebe, 2001 .

Thermoelastic symmetric and antisymmetric wave modes with trigonometric functions in laminated plates

K. L. Verma, 2014 .

On the Dynamic Characteristic of Thermoelastic Waves in Thermoelastic Plates with Thermal Relaxation Times

K. L. Verma, 2011 .