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1
by Wells, Jr., Raymond O.
Published 2017
Springer International Publishing
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2
Published 2022
Birkhäuser
Subjects: “...Manifolds and Cell Complexes...”
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3
by Rovenski, Vladimir, Walczak, Paweł
Published 2021
Springer International Publishing
Subjects: “...Manifolds and Cell Complexes...”
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4
by Aebischer, B., Borer, M., Kälin, M., Leuenberger, C.
Published 1994
Birkhäuser
Subjects: “...Manifolds and Cell Complexes...”
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5
by Murasugi, Kunio
Published 1996
Birkhäuser
Subjects: “...Manifolds and Cell Complexes...”
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6
by do Carmo, Manfredo P.
Published 2012
Springer Berlin Heidelberg
Subjects: “...Manifolds and Cell Complexes...”
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7
by Goresky, Mark, MacPherson, Robert
Published 1988
Springer Berlin Heidelberg
Table of Contents: “... for Moving the Wall -- 7. Local, Normal, and Tangential Morse Data are Well Defined -- 8. Proof of the Main...”
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8
Published 2017
Springer International Publishing
Table of Contents: “... and Matthias Schulte -- 13 Cell Shape Analysis of Random Tessellations Based on Minkowski Tensors: Michael A...”
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9
by Golubitsky, M., Guillemin, V.
Published 1973
Springer New York
Subjects: “...Manifolds and Cell Complexes...”
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10
by Sarti, Alessandro, Citti, Giovanna, Piotrowski, David
Published 2022
Springer International Publishing
Subjects: “...Manifolds and Cell Complexes...”
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11
by Blair, David E.
Published 2010
Birkhäuser Boston
Subjects: “...Manifolds and Cell Complexes (incl. Diff.Topology)...”
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12
by Lavendhomme, R.
Published 1996
Springer US
Subjects: “...Manifolds and Cell Complexes...”
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13
by Gromov, Mikhail
Published 2007
Birkhäuser
Subjects: “...Manifolds and Cell Complexes...”
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14
Published 1996
Springer Berlin Heidelberg
Subjects: “...Manifolds and Cell Complexes...”
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15
by Mangolte, Frédéric
Published 2020
Springer International Publishing
Subjects: “...Manifolds and Cell Complexes (incl. Diff.Topology)...”
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16
by Mond, David, Nuño-Ballesteros, Juan J.
Published 2020
Springer International Publishing
Subjects: “...Manifolds and Cell Complexes (incl. Diff.Topology)...”
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17
Published 2005
Birkhäuser
Subjects: “...Manifolds and Cell Complexes...”
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18
by Banagl, Markus
Published 2010
Springer Berlin Heidelberg
Subjects: “...Manifolds and Cell Complexes (incl. Diff.Topology)...”
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19 Subjects: “...Manifolds and Cell Complexes...”
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20
by Bellettini, Giovanni
Published 2013
Scuola Normale Superiore
Table of Contents: “... monotonicity formula -- Inclusion principle. Local well posedness: the approach of Evans–Spruck -- Grayson’s...”