|
scopus |
2021-05 |
Smart Science |
أ.م.د . جواد كاظم طاهر |
Numerical Study of Stochastic Leontief-Type Model with Impulses |
1 |
|
scopus |
2021-04 |
Mathematical Modelling of Engineering Problems |
أ.م.د . جواد كاظم طاهر |
Numerical Computations for One Class of Dynamical Mathematical Models in Quasi-Sobolev Space |
2 |
|
other_w |
2017-11 |
WORLD SCIENCE: PROBLEMS AND INNOVATIONS |
أ.م.د . جواد كاظم طاهر |
Computational experiment in the study of surface waves of ideal liquids on waves of high altitude (killer waves) |
3 |
|
scopus |
2020-04 |
IEEE |
أ.م.د . جواد كاظم طاهر |
Audio Covering Signal For Speech Signal Hiding |
4 |
|
other_w |
2020-04 |
JOURNAL OF MECHANICS OF CONTINUA AND MATHEMATICAL SCIENCES |
أ.م.د . جواد كاظم طاهر |
DEVELOPING MATHEMATICAL MODEL OF CROWD BEHAVIOR IN EXTREME SITUATIONS |
5 |
|
scopus |
2020-12 |
Advances in Intelligent Systems and Computing |
أ.م.د . جواد كاظم طاهر |
Numerical Experiments for Stochastic Linear Equations of Higher Order Sobolev Type with White Noise |
6 |
|
other_w |
2015 |
Вестник Южно-Уральского государственного университета. Серия: Математика. Механика. Физика |
أ.م.د . جواد كاظم طاهر |
Голоморфные вырожденные полугруппы операторов и эволюционные уравнения соболевского типа в квазисоболевых пространствах последовательностей |
7 |
|
other_w |
2018 |
international conference |
أ.م.د . جواد كاظم طاهر |
NON-CLASSICAL VARIATIONAL-COLE-HOPF TRANSFORMATION APPROACH FOR SOLVING ONE-DIMENSIONAL NONLINEAR HOMOGENEOUS BURGER'S PROBLEM |
8 |
|
other_w |
2015 |
JOURNAL OF COMPUTATIONAL AND ENGINEERING MATHEMATICS |
أ.م.د . جواد كاظم طاهر |
On kernels and images of resolving analytic degenerate semigroups in quasi-Sobolev spaces |
9 |
|
other_w |
2017 |
International confernce |
أ.م.د . جواد كاظم طاهر |
Computational experiment in the study of surface waves of ideal liquids on waves of high altitude (killer waves) |
10 |
|
scopus |
2015-09-21 |
Mathematical Modelling, Programming and Computer Software |
أ.م.د . جواد كاظم طاهر |
On some properties of solutions to one class of evolution sobolev type mathematical models in quasi-sobolev spaces |
11 |
