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Classifying Spaces for Diffeological Groups
Jordan Watts
Mathematics
CENTRAL MICHIGAN UNIVERSITY
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Dive into the research topics of 'Classifying Spaces for Diffeological Groups'. Together they form a unique fingerprint.
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Mathematics
Classifying Space
100%
Torus
47%
Orbit Space
44%
Bundle
30%
Irrational number
29%
Real Line
22%
Quotient topology
18%
Orbit
18%
Geometric Quantization
16%
Linear Fractional Transformation
16%
Lie Algebroid
15%
Principal Bundle
14%
Pullback
12%
Coset
12%
Integer
12%
Normal subgroup
12%
Smooth function
11%
Form
9%
Circle
9%
Trivial
9%
Lie Algebra
9%
Quotient
9%
If and only if
7%
Coefficient
5%