Analysis of Jeffery Fluid with generalized boundary conditions via prabhakar fractional approach [MS Mathematics] / by Syed Mohsin Raza Shirazi

By:

Mohsin Raza Sherazi, Syed

Material type: Text

TextPublication details: Lahore : UMT. School of Science. Department of Mathematics, 2023Description: 52 p. CDSubject(s):

DDC classification:

TP 515.83 MOH-A

Dissertation note: Report presented in partial requirement for MS degree in Mathematics Advisor : Dr. Muhammad Bilal Riaz MS Department of Mathematics 2023 F202020349007

Item type:

Theses and Term Papers

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UMT Main Campus	TP 515.83 MOH-A (Browse shelf(Opens below))	Not for loan		145583

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Previous	TP 515.83 LAI-F Fractional metric dimension of hollow coronoid structure [MS Mathematics] /	TP 515.83 MAR-E Enhancement of heat and mass transfer flow of newtonian and non newtonian fluids with fractional derivatives [PH.D Mathematics] /	TP 515.83 MAR-S Slip effects on fractional brinkman type hybrid nanofluid [MS Mathematics] /	TP 515.83 MOH-A Analysis of Jeffery Fluid with generalized boundary conditions via prabhakar fractional approach [MS Mathematics] /	TP 515.83 MUB-A analytical solutions of non-Newtonian fluid flow containing hybrid nanoparticles with different fractional operations [MS Mathematics] /	TP 515.83 NIM-A Application of CPC to transport problem in heat transfer [MS Mathematics] /	TP 515.83 RAB-N New analytical solutions of coupled stress fluid with novel hybrid fractional derivatives [PH.D Mathematics] /	Next

Report presented in partial requirement for MS degree in Mathematics
Advisor : Dr. Muhammad Bilal Riaz MS Department of Mathematics 2023 F202020349007

School of Science

English

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Analysis of Jeffery Fluid with generalized boundary conditions via prabhakar fractional approach [MS Mathematics] / by Syed Mohsin Raza Shirazi

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