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Subject: Topology
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Kobayashi, Shoshichi, 1932-
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Carlson, Stephan C.
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Kobayashi, Shoshichi, 1932-
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Munkres, James R., 1930-
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Geometri, Diferensiyel
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Knot theory
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1.
Topology
Topology
by
Munkres, James R., 1930-
Format:
Excerpt:
Topology / Munkres, James R., 1930-
Marc View
SD_ILS:78222
2.
Introduction to topology and modern analysis
Introduction to topology and modern analysis
by
Simmons, George Finlay, 1925-
Format:
Excerpt:
Introduction to topology and modern analysis / Simmons, George Finlay, 1925-
Marc View
SD_ILS:59834
3.
Topology of surfaces, knots, and manifolds : a first undergraduate course
Topology of surfaces, knots, and manifolds : a first undergraduate course
by
Carlson, Stephan C.
Format:
Excerpt:
Topology of surfaces, knots, and manifolds : a first undergraduate course / Carlson, Stephan C.
Marc View
SD_ILS:80179
4.
Knot theory and its applications
Knot theory and its applications
by
Murasugi, Kunio, 1929-
Format:
Excerpt:
Topology
Marc View
SD_ILS:85249
5.
Foundations of differential geometry
Foundations of differential geometry
by
Kobayashi, Shoshichi, 1932-
Format:
Excerpt:
Topology
Marc View
SD_ILS:85160
6.
Funadations of differential geometry
Funadations of differential geometry
by
Kobayashi, Shoshichi, 1932-
Format:
Excerpt:
Topology
Marc View
SD_ILS:59533
7.
Funadations of differential geometry
Funadations of differential geometry
by
Kobayashi, Shoshichi, 1932-
Format:
Excerpt:
Topology
Marc View
SD_ILS:59532
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