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Martin N. Azese

Texas Tech University

2500 Broadway

Lubbock, TX 79409

United States

  • Texas Tech University

SCHOLARLY PAPERS

3

DOWNLOADS

205

TOTAL CITATIONS

0

Scholarly Papers (3)

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1.

Optimizing Linear/Non-linear Volterra-Type Integro-Differential Equations with Runge- Kutta 2 and 4 for Time Efficiency

Number of pages: 34 Posted: 12 Apr 2024
Martin N. Azese
Texas Tech University
Downloads 131 (558,171)

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Special non-linear Volterra Integro Differential Equation; Runge Kutta Scheme; Numerical Integration of Convolution Integrals; Time efficient numerical Schemes; RK scheme on Logistics Equation; Viscoelastic Liquid IVP

2.

Rapid Variable-Step  Computation of Dynamic Convolutions and Volterra-Type Integro-Differential Equations: Rk45 Fehlberg, Rk4

Number of pages: 27 Posted: 30 Apr 2024
Martin N. Azese
Texas Tech University
Downloads 37 (1,222,651)

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Special non-linear Volterra Integro Differential Equation Runge Kutta (4 and 45-Fehlberg)Numerical Integration: Convolution IntegralsTime efficient numerical SchemesFlexible derivatives/integration discretizationsAdaptive RK Scheme

3.

Corrigendum to “The Role of Brinkmann Ratio on Non-Newtonian Fluid Flow Due to a Porous Shrinking/Stretching Sheet with Heat Transfer”, [Eur. J. Mech. B/Fluids 92(2022) 153- 165]

Number of pages: 4 Posted: 24 Jul 2023
U. S. Mahabaleshwar, A. B. Vishalakshi and Martin N. Azese
Davangere University, Davangere University and Texas Tech University
Downloads 37 (1,222,651)

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Third order differential equationMHDAngle of inclinationBrinkmann number or viscosity ratioRadiationCasson fluidMass transpirationPSTPHF