ExLibris header image
SFX Logo
Title: Inverse Problem for a Class of Two-Dimensional Diffusion Equations with Piecewise Constant Coefficients
Source:

Journal of Optimization Theory and Applications [0022-3239] Mochi, M yr:1999


Collapse list of basic services Basic
Full text
Full text available via SpringerLINK Contemporary 1997-Present
GO
Document delivery
Request document via Library/Bibliothek GO
Users interested in this article also expressed an interest in the following:
1. Chen, Z. "One-dimensional heat equation with discontinuous conductance." Science China. Mathematics 58.1 (2015): 97-108. Link to SFX for this item
2. Anikonov, D. "Generalized d’Alembert Formula for the Wave Equation with Discontinuous Coefficients." Differential Equations 55.2 (2019): 270-273. Link to SFX for this item
3. de Azevedo, F.S. S. "Existence theory for a one-dimensional problem arising from the boundary layer analysis of radiative flows." Progress in nuclear energy 53.8 (2011): 1105-1113. Link to SFX for this item
4. Izadi, M. "PDE backstepping control of one-dimensional heat equation with time-varying domain." Automatica 54 (2015): 41-48. Link to SFX for this item
5. Kersner, R. "Well-posedness of initial value problems for singular parabolic equations." Journal of differential equations 199.1 (2004): 47-76. Link to SFX for this item
6. Abdollahi, J. "Model predictive temperature tracking in crystal growth processes." Computers & chemical engineering 71 (2014): 323-330. Link to SFX for this item
7. Smyshlyaev, A. "On control design for PDEs with space-dependent diffusivity or time-dependent reactivity." Automatica 41.9 (2005): 1601-1608. Link to SFX for this item
Select All Clear All

Expand list of advanced services Advanced
A service provided by the Library of the Wissenschaftspark Albert Einstein, Potsdam, Germany.
© 2005 SFX by Ex Libris Inc.