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SUBJECTS (1-5 of 5)
Perturbation Mathematics
1
Mark
  Asymptotic theory of elliptic boundary value problems in singularly perturbed domains. Volume I
Maz'ya, Vladimir, author.
Basel, Switzerland : Springer, 2000. -Access this resource online 		2000
EBOOKS
2
Mark
  Numerical methods for singularly perturbed differential equations : convection-diffusion and flow pr
Roos, Hans-Gorg.
Berlin : Springer-Verlag, 1996.   		1996
BOOK
LOCATION SHELVED AT LOAN TYPE STATUS
 BJL 3rd Floor  QA 377 R7  8 WEEK LOAN  AVAILABLE
3
Mark
  Random perturbation methods with applications in science and engineering
Skorokhod, Anatolii Vladimirovich, 1930-
New York : Springer, c2002.   		c2002
BOOK
LOCATION SHELVED AT LOAN TYPE STATUS
 BJL 3rd Floor  QA 871 S6  8 WEEK LOAN  AVAILABLE
4
Mark
  Random perturbations of dynamical systems
Freidlin, Mark Iosifovich.
New York : Springer, 1998.   		1998
BOOK
LOCATION SHELVED AT LOAN TYPE STATUS
 BJL 3rd Floor  QA 274 F8  8 WEEK LOAN  AVAILABLE
5
Mark
  Singular perturbations of differential operators : solvable Schrödinger type operators
Albeverio, Sergio.
Cambridge : Cambridge University Press, 2000.   		2000
BOOK
LOCATION SHELVED AT LOAN TYPE STATUS
 BJL 3rd Floor  QA 871 A3  8 WEEK LOAN  AVAILABLE
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