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About
Applied Mathematics and Physics
ISSN (Print):
2333-4878
ISSN (Online):
2333-4886
Website:
https://www.sciepub.com/journal/amp
Editor-in-chief:
Vishwa Nath Maurya
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Vol. 1, 2013
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AMP
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Content: Volume 1, Issue 3
Open Access
Article
Averaging of Fuzzy Integral Equations
by
Natalia V. Skripnik
Applied Mathematics and Physics
.
2013
, 1(3), 39-44. DOI: 10.12691/amp-1-3-1
Pub. Date: August 26, 2013
Views: 14667
Downloads: 9639
Like:
38
fuzzy integral equation
averaging method
Abstract
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Open Access
Article
Hall Effects on Unsteady Free Convection in a Heated Vertical Channel in Presence of Heat Generation
by
Sanatan Das
and
Rabindra Nath Jana
Applied Mathematics and Physics
.
2013
, 1(3), 45-59. DOI: 10.12691/amp-1-3-2
Pub. Date: September 26, 2013
Views: 32291
Downloads: 27660
Like:
34
Citations: 1
Hall currents
free convection
heat generation
Prandtl number
Grashof number
frequency parameter
Abstract
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Figure
15
of 19
Open Access
Article
The Solution of Fractal Diffusion Retrospective Problem
by
O. Yaremko
and
E. Mogileva
Applied Mathematics and Physics
.
2013
, 1(3), 60-66. DOI: 10.12691/amp-1-3-3
Pub. Date: September 29, 2013
Views: 14681
Downloads: 9935
Like:
40
Hermite function
retrospective problem
integral equation
fractal diffusion
Abstract
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Open Access
Article
Modeling Blood Flow in a Brain Tumor Treated Concurrently with Radiotherapy and Chemotherapy
by
Ranadhir Roy
and
Daniel N Riahi
Applied Mathematics and Physics
.
2013
, 1(3), 67-77. DOI: 10.12691/amp-1-3-4
Pub. Date: October 06, 2013
Views: 25778
Downloads: 24486
Like:
39
Citations: 4
brain tumor
cancer therapy
convection and diffusion
blood flow
drug concentration
fluid dynamics
Abstract
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Figure
3
of 12
Open Access
Article
Entropy Generation in MHD Porous Channel Flow Under Constant Pressure Gradient
by
Sanatan Das
and
Rabindra Nath Jana
Applied Mathematics and Physics
.
2013
, 1(3), 78-89. DOI: 10.12691/amp-1-3-5
Pub. Date: October 09, 2013
Views: 30238
Downloads: 25333
Like:
35
Citations: 6
MHD flow
porous channel
Reynolds number
entropy generation number
Bejan number
Abstract
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Figure
14
of 14
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