Applied probability computer science : The interface
By: Contributor(s): Material type:
TextLanguage: English Series: Prograss in computer science; 2, 3Publication details: Boston Birkhauser 1982Description: xxvii,504p. cmSubject(s): DDC classification: - B2810bD65,8(B), M2.;1 M2.2;1
Textual
| Cover image | Item type | Current library | Home library | Collection | Shelving location | Call number | Materials specified | Vol info | URL | Copy number | Status | Notes | Date due | Barcode | Item holds | Item hold queue priority | Course reserves | |
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Textual
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Central Science Library | Central Science Library | B2810bD65,8(B) M2.;1 M2.2;1 (Browse shelf(Opens below)) | Available | SL0838640 |
Includes bibliography
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1
A Course in Minimal Surfaces
by Colding, Tobias Holck; Minicozzi II, William P. -
2
A modern Theory of Integration
by Bartle, Robert G. -
3
Advanced modern algebra
by Rotman, Joseph J. Au. -
4
Advanced modern algebra
by Rotman Joseph J. Au. -
5
Algebra; Algebra:
by Isaacs, I. Martin -
6
Algebra; Algebra: A graduate course
by Isaacs I. Martin -
7
An Introduction Measure Theory
by Tao. Terence -
8
An Invitation to Fractal Geometry
by Michel L. Lapidus -
9
Analysis of Monge-Ampere equations
by Le, Nam Q. -
10
C-algebras and finite-dimensional approximations
by Brown Nathanial P -
11
cartan for beginners; Cartan for beginners:
by lvey, Thomas A. -
12
cartan for beginners; Cartan for beginners: Differential geomery via moving frames and exterior differential systems
by lvey Thomas A.; Landsberg J.M. -
13
Cartan for Beginners: Differential geomery via moving frames and exterior differential systems
by Ivey Thomas A; Landsberg J M -
14
Companion to analysis: A second first and first second course in analysis
by Korner T W -
15
Complex made simple :
by Ullrich, David C, -
16
Course in algebra
by Vinberg, E.B. -
17
Course in algebra
by Vinberg E.B. -
18
Course in algebra
by Vinberg E B -
19
Course in complex analysis and riemann surfaces
by Schlag Wilhelm -
20
Course in differential geometry
by Aubin Thierry -
21
Course in operator theory
by Conway, John B. -
22
Course in operator theory
by Conway John B. -
23
Differential geometry, lie groups, and symmetric spaces
by Helgason, Sigurdur -
24
Differential geometry, lie groups, and symmetric spaces
by Helgason Sigurdur -
25
Elements of combinatorial and differential topology
by Prasolov V.V. -
26
Elements of homology theory
by Prasolov Viktor Vasil'evich -
27
Mathematical analysis of the incompressible Euler and Navier-Stokes equations :
by Bedrossian, Jacob, -
28
Ergodic theory of discrete sample paths
by Shields Paul C -
29
Finite group theory
by Isaacs I.Martin -
30
Finite group theory
by Isaacs I Martin -
31
Finite Group Theory
by Isaacs I Martin -
32
Function theory of one complex variable
by Greene, Robert E. -
33
Function theory of one complex variable
by Greene Robert E.; Krantz Steven G. -
34
Function theory of one complex variable
by Greene Robert E -
35
Functional analysis
by Haase Markus -
36
Functional Analysis: An elementary introduction
by Haase, Markus -
37
Functional analysis: An introduction
by Eidelman Yuli -
38
Functions of several complex variables and their singularities
by Ebeling Wolfgang -
39
Fundamentals of the theory of operator alebras
by Kadison Richard V -
40
Fundamentals of the theory of operator algebras
by Kadison Richard V -
41
Fundamentals of the theory operator algebras
by Kadison Richard V; Ringrose John R -
42
Fundamentals of the theory operator algebras
by Kadison Richard V; Ringrose John R -
43
Fundamentals of the theory operator algebras
by Kadison Richard V; Ringrose John R -
44
Fundamentals of the theory operator algebras
by Kadison Richard V; Ringrose John R -
45
Global Calculus
by Ramanan, S. -
46
Global Calculus
by Ramanan S. -
47
Global calculus.
by Ramanan S -
48
Homological Methods in Commutative Algebra
by Ferretti, Andrea -
49
Integrals of Lebesgue, Denjoy, Perron, and Henstock
by Gordon Russell A -
50
Introduction to 3- manifolds
by Schultens Jennifer
Applied probability computer science : The interface
APA
Disney R L, Ott T J Ed, . (1982). Applied probability computer science : The interface. Boston: Birkhauser.
Chicago
Disney R L, Ott T J Ed, . 1982. Applied probability computer science : The interface. Boston: Birkhauser.
Harvard
Disney R L, Ott T J Ed, . (1982). Applied probability computer science : The interface. Boston: Birkhauser.
MLA
Disney R L, Ott T J Ed, . Applied probability computer science : The interface. Boston: Birkhauser. 1982.
