科言猫
学术研究的AI总结
首页
文献互助
订阅
我的收藏
科研工具
选题分析
论文总结
专利管理
未登录
返回
N
N. Parumasur
School of Mathematics
7
H指数
48
论文数
149
被引数
0
相关解读
订阅
收录论文
10
发表时间
发表时间
IF
被引数
On the multi-agent coverage problem in optimal control settings
在最优控制设置下的多智能体覆盖问题
Communications in Nonlinear Science and Numerical Simulation
IF
3.8
2026-03-30
0
PRE
AI
Sergey Shindin; Nabendra Parumasur; Samkeliso Lukhozi
分享
收藏
Numerical Study of Fractional Order Burgers’-Huxley Equation Using Modified Cubic Splines Approximation
利用修正三次样条近似的分数阶Burgers’-Huxley方程数值研究
Fractal and Fractional 2025, Vol. 9, Page 780
IF
3.3
2025-12-01
0
OA
AI
Anita Devi; Archna Kumari; N. Parumasur; P. Singh; V. K. Kukreja
分享
收藏
On the Large-x Asymptotic of the Classical Solutions to the Non-Linear Benjamin Equation in Fractional Sobolev Spaces
FRACTAL AND FRACTIONAL
IF
3.3
2024-10-28
0
OA
AI
Parumasur, Nabendra; Aluko, Olabisi
分享
收藏
Two different temporal domain integration schemes combined with compact finite difference method to solve modified Burgers' equation
AIN SHAMS ENGINEERING JOURNAL
IF
5.9
2022-01-01
8
OA
AI
Kaur, Ravneet; Shallu; Kukreja, V. K.; Parumasur, Nabendra; Singh, Pravin
分享
收藏
Analysis of Malmquist-Takenaka-Christov rational approximations with applications to the nonlinear Benjamin equation
COMMUNICATIONS IN NONLINEAR SCIENCE AND NUMERICAL SIMULATION
IF
3.8
2021-03-01
1
OA
AI
Shindin, Sergey; Parumasur, Nabendra; Aluko, Olabisi
分享
收藏
Analysis of a Chebyshev-type pseudo-spectral scheme for the nonlinear Schrodinger equation
APPLIED MATHEMATICS AND COMPUTATION
IF
3.4
2017-08-01
4
PRE
AI
Shindin, Sergey; Parumasur, Nabendra; Govinder, Saieshan
分享
收藏
Numerical simulation of a transport fragmentation coagulation model
APPLIED MATHEMATICS AND COMPUTATION
IF
3.4
2014-11-01
3
PRE
AI
Shindin, Sergey; Parumasur, Nabendra
分享
收藏
Pseudospectral Laguerre approximation of transport-fragmentation equations
APPLIED MATHEMATICS AND COMPUTATION
IF
3.4
2014-07-01
8
PRE
AI
Banasiak, J.; Parumasur, N.; Poka, W. D.; Shindin, S.
分享
收藏
Solution of diffusion-dispersion models using a computationally efficient technique of orthogonal collocation on finite elements with cubic Hermite as basis
COMPUTERS & CHEMICAL ENGINEERING
IF
3.9
2013-11-01
13
PRE
AI
Mittal, A. K.; Ganaie, I. A.; Kukreja, V. K.; Parumasur, N.; Singh, P.
分享
收藏
Asymptotic convergence of cubic Hermite collocation method for parabolic partial differential equation
APPLIED MATHEMATICS AND COMPUTATION
IF
3.4
2013-09-01
7
PRE
AI
Ganaie, Ishfaq Ahmad; Gupta, Bharti; Parumasur, N.; Singh, P.; Kukreja, V. K.
分享
收藏
研究方向
暂时未获取到该数据
合作学者
合作期刊
J
Jacek Banasiak
H 指数: 26 · 论文数: 237
A
Archana Kumari
H 指数: 14 · 论文数: 66
V
V. K. Kukreja
H 指数: 14 · 论文数: 77
A
Ajay Mittal
H 指数: 9 · 论文数: 38
S
Sergey Shindin
H 指数: 9 · 论文数: 38
查看更多