Advances in Mathematical Sciences and Applications
Archives
As mentioned in Publishing Schedule and Archives of Introduction, articles satisfying the following conditions are available, here.
・Five years have passed since publication.
・It was Published in the volume after Vol.25(2016).
back to AMSA webpage
Advances in Mathematical Sciences and Applications, Vol.25 (2016)
| N. S. Papageorgiou, S. R. A. Santos, and V. Staicu
On (p,q)-equations with concave terms / pp.1–32 |
|
| A. Fasano and A. Farina
Incompressible flows through slender oscillating vessels provided with distributed valves / pp.33–42 |
|
| P. P. Bhad, L. H. Khalsa, and V. Varghese
Transient thermoelastic problem in a confocal elliptical disc with internal heat sources / pp.43–61 |
|
| N. Kenmochi and M. Niezgódka
Weak solvability for parabolic variational inclusions and application to quasi-variational problems / pp.63–98 |
|
| O. Krehel and A. Muntean
Error control for the fem approximation of an upscaled thermo-diffusion system with Smoluchowski interactions / pp.99–116 |
|
| S. Reichelt
Error estimates for elliptic equations with not-exactly periodic coefficients / pp.117–131 |
|
| H. W. Alt
Relativistic equations for the generalized Chapman–Enskog hierarchy / pp.133–179 |
|
| J. H. M. Evers
Mild solutions are weak solutions in a class of (non)linear measure-valued evolution equations on a bounded domain / pp.181–205 |
|
| E. Latos and T. Suzuki
Chemotaxis with quadratic dissipation and logistic source / pp.207–227 |
|
| K. Paul, S. G. Dastidar, and S. Bag
Bounds for the numerical radius of 3 × 3 operator matrices / pp.229–242 |
|
| K. Shirakawa and N. Yamazaki
Convergence of numerical algorithm for approximating optimal control problems of phase field system with singular diffusivity / pp.243–272 |
|
| Hong-Ming Yin
Regularity of weak solutions for a div-curl systems / pp.273–287 |
|
| K. Kumazaki
Continuous dependence of a solution of a free boundary problem describing adsorption phenomenon for a given data / pp.289–305 |
|
| R. Yamamoto and Y. Yamada
Analysis of forest kinematic model with nonlinear degenerate diffusion / pp.307–320 |
back to AMSA webpage