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DIFFERENTIABLE TOPOLOGY (M2, Hirsch)
Lecture Topic : (Pure Math) DIFFERENTIABLE TOPOLOGY (M2, Hirsch)
Prerequisites : Manifold Theory (M1);
Recommended Text(s) :
“Differential Topology”, Graduate Texts in Mathematics (GTM) No. 33, Morris W. Hirsch, Springer, 1976.
Approx price new on Amazon.com (hard copy) : $5
Approx price second hand on Amazon.com (hard copy) : $5
Availability free on eMule.com (e-format) : Yes
eMule search key word(s) : Hirsch, Differential Topology
Lectures and Links :
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Lecture 1 (link)
Ch.1 Manifolds and Maps
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Lecture 2 (link)
Ch.2 Function Spaces
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Lecture 3 (link)
Ch.3 Transversality
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Lecture 4 (link)
Ch.4 Vector Bundles and Tubular Neighborhoods
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Lecture 5 (link)
Ch.5 Degrees, Intersection Numbers, and the Euler Characteristic
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Lecture 6 (link)
Ch.6 Morse Theory
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Lecture 7 (link)
Ch.7 Cobordism
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Lecture 8 (link)
Ch.8 Isotropy
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Lecture 9 (link)
Ch.9 Surfaces
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