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MIDC - Topological manifolds
cohomology
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MIDC - Topological manifolds
cohomology
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1
Book
Geometry,
topology
, and physics /
Nakahara, Mikio.
2003
“
...MIDB - Algebraic
topology
...
”
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Select result number 2
2
Book
Geometry,
topology
, and physics /
Nakahara, Mikio.
1990
“
...MIDB - Algebraic
topology
...
”
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Select result number 3
3
Book
Analysis, manifolds and physics. 2. 92 applications.
Choquet-Bruhat, Y.
1989
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4
Book
Global analysis on foliated spaces /
Moore, C. C.
1988
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Select result number 5
5
Book
Differential
topology
/
Guillemin, Victor.
1974
Subject (ZB):
“
...differential
topology
...
”
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5
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ZB
5
IFF
1
IKP
1
Name
Nakahara, Mikio.
2
Choquet-Bruhat, Y.
1
De Witt-Morette, Cecile.
1
Guillemin, Victor.
1
Moore, C. C.
1
Pollack, Alan.
1
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Schochet, C.
1
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Subject
cohomology
manifold
3
Riemann geometry
2
gauge theory
2
homology
2
homotopy
2
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Banach space
1
Riemann manifold
1
differential geometry
1
differential topology
1
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Classification
MIDC - Topological manifolds
MSD - Mathematical methods in physics
3
MGC - Differential geometry
2
MIDB - Algebraic topology
2
MAF - Mathematics - general series
1
MFD - Group theory, representation theory
1
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MID - Topology
1
MIE - Functional analysis
1
MIED - Operators, functionals
1
MKBA - Formal theory and solutions of PDE
1
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