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1. Geometry and analysis on manifolds
: in memory of professor Shoshichi Kobayashi
by Ochiai, Takushiro, editor and Noguchi, Junjirō, 1948- editor and Weinstein, Alan, 1943- editor and Kobayashi, Shōshichi, 1932-2012, honoree and Mabuchi, Toshiki, 1950- editor and Maeda, Yoshiaki, 1948- editor
2015, Progress in Mathematics, ISBN 9783319115221, Volume 308., vi, 481
Manifolds (Mathematics) | Global analysis (Mathematics) | Kobayashi, Shōshichi, 1932-2012 | Geometry, Differential
Book
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2. Full Text Smooth Manifolds
by Gorodski, Claudio
08/2020, Compact Textbooks in Mathematics, ISBN 3030497747, 1
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3. Diffeology
by Iglesias-Zemmour, Patrick, 1953
2013, Mathematical surveys and monographs, ISBN 0821891316, Volume 185, xxiii, 439
Differentiable manifolds | Global differential geometry | Algebraic topology | Symplectic geometry
Book
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4. A course in minimal surfaces
by Colding, Tobias H and Minicozzi, William P
2011, Graduate studies in mathematics, ISBN 0821853236, Volume 121, xii, 313
Minimal surfaces
Book
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5. Full Text Smooth Manifolds
by Gorodski, Claudio
2020, ISBN 3030497747, 162
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6. Full Text Smooth Manifolds
by Gorodski, Claudio
Compact Textbooks in Mathematics, ISBN 3030497747
Global Analysis and Analysis on Manifolds | Mathematics | Topological Groups, Lie Groups | Differential Geometry | Mathematics and Statistics
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7. Lectures on the geometry of manifolds
by Nicolaescu, Liviu I
2007, 2nd ed., ISBN 9789812708533, xvii, 589
Manifolds (Mathematics) | Geometry, Differential
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8. From Frenet to Cartan
: the method of moving frames
by Clelland, Jeanne N., 1970- author
2017, Graduate studies in mathematics, ISBN 9781470429522, Volume 178, xvi, 414 pages
Lorentz metrics, indefinite metrics | Classical differential geometry | Vector analysis | Differential geometry | Global analysis, analysis on manifolds | Local differential geometry | Surfaces in Euclidean space | Differential forms | Noncompact transformation groups | Exterior differential systems (Cartan theory) | Projective differential geometry | Frames (Vector analysis) | Homogeneous spaces | Geometry, Differential | Topological groups, Lie groups | Affine differential geometry | Local submanifolds | General theory of differentiable manifolds | Mathematical physics | Exterior differential systems | Differential invariants (local theory), geometric objects | Curves in Euclidean space
Book
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9. Bounded cohomology of discrete groups
by Frigerio, Roberto, author
2017, Mathematical surveys and monographs, ISBN 9781470441463, Volume no. 227., xvi, 193 pages
Algebra, Homological | Homology theory | Differential geometry -- Global differential geometry -- Global geometric and topological methods | Intersection homology theory
Book
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10. Full Text Stein Manifolds and Holomorphic Mappings
: The Homotopy Principle in Complex Analysis
by Forstnerič, Franc
2017, Ergebnisse der Mathematik und ihrer Grenzgebiete. 3. Folge / A Series of Modern Surveys in Mathematics, ISBN 3319610570, Volume 56, 569
Stein manifolds
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11. Critical point theory and its applications
by Zou, Wenming and Schechter, Martin
2006, ISBN 9780387329659, xii, 318
Critical point theory (Mathematical analysis) | Ordinary Differential Equations | Functional Analysis | Analysis | Global Analysis and Analysis on Manifolds | Mathematics | Mathematics and Statistics | Partial Differential Equations
Book
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12. Full Text Identifying Constant Curvature Manifolds, Einstein Manifolds, and Ricci Parallel Manifolds
by Wang, Feng-Yu and Wang, Feng-Yu
The Journal of geometric analysis, ISSN 1050-6926, 7/2019, Volume 29, Issue 3, pp. 2374 - 2409
Constant curvature manifold | 58J32 | 58J50 | Ricci parallel manifold | Mathematics | Abstract Harmonic Analysis | Brownian motion | Fourier Analysis | Convex and Discrete Geometry | Global Analysis and Analysis on Manifolds | Heat semigroup | Differential Geometry | Dynamical Systems and Ergodic Theory | Einstein manifold | Physical Sciences | Science & Technology | Manifolds | Lower bounds | Curvature
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13. Full Text Toeplitz operators on Kahler manifolds: examples
by Barron, Tatyana
07/2018, SpringerBriefs in mathematics, 83
Mathematics | Toeplitz operators | Operator theory | Global analysis
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14. Analysis, manifolds, and physics
by Choquet-Bruhat, Yvonne and DeWitt-Morette, Cécile and Dillard Bleick, Margaret
1977, ISBN 0720404940, xvii, 544
Manifolds (Mathematics) | Mathematical physics
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15. Full Text Heat flow on Finsler manifolds
by Ohta, Shin‐ichi and Sturm, Karl‐Theodor
Communications on pure and applied mathematics, ISSN 0010-3640, 10/2009, Volume 62, Issue 10, pp. 1386 - 1433
Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology | Geometry | Group theory and generalizations | Mathematical analysis | Global analysis, analysis on manifolds | Exact sciences and technology | Group theory | Functional analysis | Topology. Manifolds and cell complexes. Global analysis and analysis on manifolds | Sciences and techniques of general use | Mathematical problems | Topological manifolds | Theoretical mathematics | Applied mathematics
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16. Manifolds, tensor analysis, and applications
by Abraham, Ralph and Marsden, Jerrold E and Rațiu, Tudor S
1983, Global analysis, pure and applied, ISBN 0201101688, xix, 582
Manifolds (Mathematics) | Global analysis (Mathematics) | Calculus of tensors
Book
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17. Analysis and algebra on differentiable manifolds
: a workbook for students and teachers
by Gadea, P. M and Muñoz Masqué, J
2001, Kluwer texts in the mathematical sciences, ISBN 1402000278, Volume 23., xvii, 478
Differentiable manifolds
Book
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18. Nonlinear analysis on manifolds
: Monge-Ampère equations
by Aubin, Thierry
1982, ISBN 9780387907048, Volume 252., vii, 204
Monge-Ampère equations | Riemannian manifolds
Book
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19. Stochastic analysis on manifolds
by Hsu, Elton P., 1959
2002, Graduate studies in mathematics, ISBN 0821808028, Volume 38, xiv, 281
Stochastic differential equations | Diffusion processes | Geometry, Differential
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20. Full Text Harmonic Manifolds and Tubes
by Csikós, Balázs and Csikós, Balázs and Horváth, Márton and Horváth, Márton
The Journal of geometric analysis, ISSN 1050-6926, 12/2018, Volume 28, Issue 4, pp. 3458 - 3476
Weyl’s tube formula | Mathematics | Primary 53C25 | Abstract Harmonic Analysis | Total scalar curvature | Fourier Analysis | Convex and Discrete Geometry | Steiner’s formula | Global Analysis and Analysis on Manifolds | D’Atri space | Secondary 53B20 | Differential Geometry | Dynamical Systems and Ergodic Theory | Harmonic manifold | Total mean curvature | Physical Sciences | Science & Technology | Manifolds | Tubes | Hyperspaces | Curvature
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