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"Pamuk, Serdal"
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A Review of Some Recent Results for the Approximate Analytical Solutions of Nonlinear Differential Equations
by
Pamuk, Serdal
Published in
Mathematical Problems in Engineering
(01.01.2009)
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Self-Sımılar Asymptotıcs For Lınear And Nonlınear Mathematıcal Models Of Tumor Angıogenesıs: A Revıew
by
Pamuk
,
Serdal
,
Atac,Irem
Published in
Communications Series A1 Mathematics & Statistics
(01.02.2014)
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Decomposition Solution of a Mathematical Model for Capillary Formation
by
Pamuk
,
Serdal
Published in
New trends in mathematical sciences
(04.12.2023)
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On the Stability Analysis of the Steady-State Solution of a Tumor Angiogenesis Model
by
Pamuk
,
Serdal
Published in
New trends in mathematical sciences
(04.12.2023)
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Laplace transform method for logistic growth in a population and predator models
by
Soylu, Nagihan
,
Pamuk
,
Serdal
Published in
New trends in mathematical sciences
(29.12.2020)
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Perturbation solutions of a mathematical model for determining the roles of Endothelial, pericyte and macrophage cells in the capillary
by
Keles, Melike
,
Pamuk
,
Serdal
Published in
New trends in mathematical sciences
(18.02.2020)
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Perturbation Solutions of a Mathematical Model in Tumor Angiogenesis
by
KELEŞ, Melike
,
PAMUK
,
Serdal
Published in
Kocaeli Journal of Science and Engineering
(30.11.2019)
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STABILITY AND HOPF BIFURCATION ANALYSIS OF A MATHEMATICAL MODEL IN TUMOR ANGIOGENESIS
by
Pamuk
,
Serdal
,
ÇAY, İrem
Published in
Anadolu Üniversitesi bilim ve teknoloji dergisi
(31.03.2018)
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Solution of the porous media equation by Adomian's decomposition method
by
Pamuk
,
Serdal
Published in
Physics letters. A
(05.09.2005)
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A 2D mathematical model for tumor angiogenesis: The roles of certain cells in the extra cellular matrix
by
Pamuk
,
Serdal
,
Çay, İrem
,
Sazcı, Ali
Published in
Mathematical biosciences
(01.12.2018)
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Solutions of a Linearized Mathematical Model for Capillary Formation in Tumor Angiogenesis : An Initial Data Perturbation Approximation
by
Pamuk
,
Serdal
Published in
Computational and mathematical methods in medicine
(01.01.2013)
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He’s homotopy perturbation method for continuous population models for single and interacting species
by
Pamuk
,
Serdal
,
Pamuk, Nevin
Published in
Computers & mathematics with applications (1987)
(2010)
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NUMERICAL SOLUTION OF A 2D- DIFFUSION REACTION PROBLEM MODELLING THE DENSITY OF DI-VACANCIES AND VACANCIES IN A METAL
by
Pamuk
,
Serdal
Published in
TWMS journal of applied and engineering mathematics
(01.06.2017)
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A NUMERICAL PROOF THAT CERTAIN CELLS FOLLOW THE TRAILS OF THE DIFFUSIONS OF SOME CHEMICALS IN THE EXTRACELLULAR MATRIX
by
ÇAY, İREM
,
PAMUK
,
SERDAL
Published in
Journal of mechanics in medicine and biology
(01.04.2021)
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The method of lines for the numerical solution of a mathematical model for capillary formation: The role of endothelial cells in the capillary
by
Pamuk
,
Serdal
,
Erdem, Arzu
Published in
Applied mathematics and computation
(01.03.2007)
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An application for linear and nonlinear heat equations by Adomian's decomposition method
by
Pamuk
,
Serdal
Published in
Applied mathematics and computation
(05.04.2005)
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A Review of Some Recent Results for the Approximate Analytical Solutions of Nonlinear Differential Equations
by
Pamuk
,
Serdal
Published in
Mathematical problems in engineering
(2009)
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Mathematical Analysis and Numerical Solution of a Boundary Value Problem for the Covid-19 SIR Model
by
Saldiroğlu, Serdar
,
Pamuk
,
Serdal
Published in
PROOF
(03.04.2024)
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The method of lines for the numerical solution of a mathematical model for capillary formation: The role of tumor angiogenic factor in the extra-cellular matrix
by
Erdem, Arzu
,
Pamuk
,
Serdal
Published in
Applied mathematics and computation
(01.03.2007)
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The decomposition method for continuous population models for single and interacting species
by
Pamuk
,
Serdal
Published in
Applied mathematics and computation
(05.04.2005)
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