2024年3月31日发(作者：宇文辰阳)
Algebra
Michael
Artin
Prentice
Hall
1991
O15
/A791(HF)
Commutativ
e algebra
with a viewDavid
towardEisenbud
algebraic
geometry
Springer1999
O15
/E36c(HF)
Elementary
linearHoward
algebra :Anton, ChrisJ. Wiley
applicationsRorres
version
Linear
algebra : anCharles W.
Springer
introductoryCurtis
approach
Linear
representatiJean-Pierre
Springer
ons of finiteSerre
groups
Introduction
M.F. Atiyah,
toPerseus
I.G.
commutativBooks
Macdonald
e algebra
2000
O151.2
/A634(8)(HF
)
1984
O151.2
/C978(HF)
1977
O152.1
/S488(HF)
1969
O153
/A872(HF)
O157
/T891(4)(HF
)
O158
/B592(r)(HF
)
O17
/R916(3)(H
F)
Applied
combinatoriAlan TuckerJohn Wiley2002
cs
Discrete
Norman L.
mathematic
Biggs
s
Principles of
Walter
mathematic
Rudin
al analysis
Calculus on
manifolds :
a modern
approach toMichael
classicalSpivak
theorems of
advanced
calculus
Theory and
applicationKonrad
of infiniteKnopp
series
Real
analysis :
modernGerald B.
techniquesFolland
and their
applications
A course in
John B.
functional
Conway
analysis
Clarendon
Press
1989
McGraw-Hill1976
Addison-
Wesley
1965
O172
/S754(HF)
Dover1990
O173
/K72(HF)
Wiley1999
O174.1
/F667r(2)(H
F)
O177
/C767c(2)(H
F)
Springer1990
A first
course in
differential
geometry
Chuan-ChihInternational
1997
HsiungPress
O186.1
/H873f(HF)
O186.5
/M676
/v.1(HF)
O187
/F974i1(2)(
HF)
O189
/M966(2)(H
F)
O189.3
/M659c(HF)
O21
/D321(3)(H
F)
American
MirrorShing-Tung
Mathematic1998
symmetry IYau
al Society
IntersectionWilliam
theoryFulton
Topology
James R.
Munkres
Springer
Prentice
Hall
Princeton
University
Press
Addison-
Wesley
1998
2000
John W.
CharacteristMilnor and
ic classesJames D.
Stasheff
Probability
and
statistics
Morris H.
DeGroot
1974
2002
An
introduction
to
William
probability
Feller
theory and
its
applications
Wiley
O211
/F318(3)(HF
)
A
philosophicMarquis de
Dover
al essay onLaplace
probabilities
A first
course in
probability
An
introduction
to
stochastic
modeling
Sheldon
Ross
Howard M.
Taylor,
Samuel
Karlin
Prentice
Hall
1995
O211
/L314(HF)
O211
/R826f(6)(H
F)
O211.6
/T242(3)(HF
)
O211.61
/B864(2)(HF
)
2002
Academic
Press
1998
Peter J.
Time series
Brockwell,
: theory and
Richard A.
methods
Davis
Stochastic
differential
equations :
Bernt
an
Oksendal
introduction
with
applications
Theory of
point
estimation
E.L.
Lehmann,
George
Casella
Springer1991
Springer2000
O211.63
/O41(5)(HF)
Springer1998
O211.67
/L523(2)(HF
)
Herman
Elementary
Chernoff,
decision
Lincoln E.
theory
Moses
Theoretical
statistics
D. R. Cox,
D. V.
Hinkley
Dover1986
O212
/C521(HF)
O212
/C877t(HF)
O212
/H716i(5)(H
F)
Chapman
and Hall
2000
Introduction
Robert V.
toPrentice
Hogg, Allen
mathematicHall
T. Craig
al statistics
Quantum
fields and
strings : aPierre
course forDeligne
mathematici
ans
Fundament
Bernard
als of
Rosner
biostatistics
1995
American
Mathematic1999
al Society
O413.3
/Q1q2(HF)
Duxbury2000
Q-332
/R822(5)(H
F)
2024年3月31日发(作者：宇文辰阳)
Algebra
Michael
Artin
Prentice
Hall
1991
O15
/A791(HF)
Commutativ
e algebra
with a viewDavid
towardEisenbud
algebraic
geometry
Springer1999
O15
/E36c(HF)
Elementary
linearHoward
algebra :Anton, ChrisJ. Wiley
applicationsRorres
version
Linear
algebra : anCharles W.
Springer
introductoryCurtis
approach
Linear
representatiJean-Pierre
Springer
ons of finiteSerre
groups
Introduction
M.F. Atiyah,
toPerseus
I.G.
commutativBooks
Macdonald
e algebra
2000
O151.2
/A634(8)(HF
)
1984
O151.2
/C978(HF)
1977
O152.1
/S488(HF)
1969
O153
/A872(HF)
O157
/T891(4)(HF
)
O158
/B592(r)(HF
)
O17
/R916(3)(H
F)
Applied
combinatoriAlan TuckerJohn Wiley2002
cs
Discrete
Norman L.
mathematic
Biggs
s
Principles of
Walter
mathematic
Rudin
al analysis
Calculus on
manifolds :
a modern
approach toMichael
classicalSpivak
theorems of
advanced
calculus
Theory and
applicationKonrad
of infiniteKnopp
series
Real
analysis :
modernGerald B.
techniquesFolland
and their
applications
A course in
John B.
functional
Conway
analysis
Clarendon
Press
1989
McGraw-Hill1976
Addison-
Wesley
1965
O172
/S754(HF)
Dover1990
O173
/K72(HF)
Wiley1999
O174.1
/F667r(2)(H
F)
O177
/C767c(2)(H
F)
Springer1990
A first
course in
differential
geometry
Chuan-ChihInternational
1997
HsiungPress
O186.1
/H873f(HF)
O186.5
/M676
/v.1(HF)
O187
/F974i1(2)(
HF)
O189
/M966(2)(H
F)
O189.3
/M659c(HF)
O21
/D321(3)(H
F)
American
MirrorShing-Tung
Mathematic1998
symmetry IYau
al Society
IntersectionWilliam
theoryFulton
Topology
James R.
Munkres
Springer
Prentice
Hall
Princeton
University
Press
Addison-
Wesley
1998
2000
John W.
CharacteristMilnor and
ic classesJames D.
Stasheff
Probability
and
statistics
Morris H.
DeGroot
1974
2002
An
introduction
to
William
probability
Feller
theory and
its
applications
Wiley
O211
/F318(3)(HF
)
A
philosophicMarquis de
Dover
al essay onLaplace
probabilities
A first
course in
probability
An
introduction
to
stochastic
modeling
Sheldon
Ross
Howard M.
Taylor,
Samuel
Karlin
Prentice
Hall
1995
O211
/L314(HF)
O211
/R826f(6)(H
F)
O211.6
/T242(3)(HF
)
O211.61
/B864(2)(HF
)
2002
Academic
Press
1998
Peter J.
Time series
Brockwell,
: theory and
Richard A.
methods
Davis
Stochastic
differential
equations :
Bernt
an
Oksendal
introduction
with
applications
Theory of
point
estimation
E.L.
Lehmann,
George
Casella
Springer1991
Springer2000
O211.63
/O41(5)(HF)
Springer1998
O211.67
/L523(2)(HF
)
Herman
Elementary
Chernoff,
decision
Lincoln E.
theory
Moses
Theoretical
statistics
D. R. Cox,
D. V.
Hinkley
Dover1986
O212
/C521(HF)
O212
/C877t(HF)
O212
/H716i(5)(H
F)
Chapman
and Hall
2000
Introduction
Robert V.
toPrentice
Hogg, Allen
mathematicHall
T. Craig
al statistics
Quantum
fields and
strings : aPierre
course forDeligne
mathematici
ans
Fundament
Bernard
als of
Rosner
biostatistics
1995
American
Mathematic1999
al Society
O413.3
/Q1q2(HF)
Duxbury2000
Q-332
/R822(5)(H
F)