Vincent Teyekpiti profile image

Vincent Teyekpiti

LECTURER

Verified email at ug.edu.gh Department of Mathematics, University of Ghana Google Scholar

CollegeCOLLEGE OF BASIC & APPLIED SC.
School / InstituteSCH. OF PHYSICAL & MATH. SC.
DepartmentDEPARTMENT OF MATHEMATICS
Analysis of Partial Differential Equations
Publications

10

Citations

87

H-index

3

i10-index

3

Publication activity
Publication statistics
Average citations
8.7
Most cited paper
39
First publication year
1900
Latest publication year
2025
Last updated
16 Sep 2026, 02:43
Publications

10 matching publications

PublicationYearJournalThematic areaCitations
Existence and uniqueness of singular solutions for a conservation law arising in magnetohydrodynamics
H Kalisch, D Mitrovic, V Teyekpiti
2018 arXiv preprint arXiv:1803.01214, 2018 Natural Sciences 39
Delta shock waves in shallow water flow
H Kalisch, D Mitrovic, V Teyekpiti
2017 Physics Letters A 381 (13), 1138-1144, 2017 Natural Sciences 32
A shallow-water system with vanishing buoyancy
H Kalisch, V Teyekpiti
2020 Applicable Analysis 99 (10), 1765-1779, 2020 Natural Sciences 12
Hydraulic jumps on shear flows with constant vorticity
H Kalisch, V Teyekpiti
2018 European Journal of Mechanics-B/Fluids 72, 594-600, 2018 Natural Sciences 2
A note on the solution to a 1D advection-diffusion equation with exponentially decaying inlet boundary condition
JK Ansong, F Obeng-Forson, VT Teyekpiti
2025 Scientific African, e02956, 2025 Natural Sciences 1
Norm Estimates for Hilbert-Type Operators on Logarithmic Lebesgue Spaces of the Positive Half-Line: J.-MT Dje et al.
JMT Dje, BF Sehba, VT Teyekpiti
2025 Results in Mathematics 80 (1), 36, 2025 Natural Sciences 1
On Predator-Prey Dynamics: Incorporating Prey Vigilance and Predator Competition
EM Takyi, K Cooper, K Jones, VT Teyekpiti
2025 Journal of Applied Nonlinear Dynamics 14 (03), 685-704, 2025 Natural Sciences 0
Ill Posedness Results for Generalized Water Wave Models
VT Teyekpiti
2013 University of Bergen Norway, 2013 Natural Sciences 0
Singular solutions for a system of conservation laws with vanishing buoyancy
V Teyekpiti, H Kalisch
1900 Natural Sciences 0
Well-posedness Issues for Nonlinear Partial Differential Equations Appearing in the Modeling of Long Water Waves
VT Teyekpiti
1900 Natural Sciences 0