Reuben Marambii Library Search for '(su:{Geometry, Differential.})'

Floer homology groups in Yang-Mills theory

By Donaldson, S. K..
Cambridge ; | New York : Cambridge University Press, 2002 .
vii, 236 p.

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Chern numbers and Rozansky-Witten invariants of compact hyper-Kèahler manifolds

By Nieper-Wisskirchen, Marc..
River Edge, N.J. : World Scientific, 2004 .
xxii, 150 p. :

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Riemannian submersions and related topics

By Falcitelli, Maria,.
Singapore ; | River Edge, NJ : World Scientific, 2004 .
xiii, 277 p.

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Differential geometry in array processing

By Manikas, Athanassios..
London : Imperial College Press, 2004 .
xii, 218 p. :

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Riemannian geometry a modern introduction /

By Chavel, Isaac..
New York : Cambridge University Press, 2006 .
xvi, 471 p. :

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Topics in almost Hermitian geometry and related fields proceedings in honor of Professor K. Sekigawa's 60th birthday : Niigata, Japan, 1-3 November 2004 /

Singapore ; | Hackensack, NJ : World Scientific, 2005 .
x, 263 p. :

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Contemporary aspects of complex analysis, differential geometry, and mathematical physics proceedings of the 7th International Workshop on Complex Structures and Vector Fields, Plovdiv, Bulgaria, 31 August - 4 September 2004 /

Singapore ; | Hackensack, NJ : World Scientific, 2005 .
xii, 343 p. :

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Twenty years of Bialowieza a mathematical anthology : aspects of differential geometric methods in physics /

Hackensack, NJ : World Scientific, 2005 .
xii, 261 p.

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Tensor calculus and applications : simplified tools and techniques /

By Kalita, Bharat Chandra,.
.
1 online resource. 9780429028670 | 0429028679 | 9780429644924 | 0429644922 | 9780429647567 | 0429647565 | 9780429650208 | 0429650205

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Introduction to Lorentz geometry : curves and surfaces /

By Couto, Ivo Terek,.
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1 online resource : , Translated from the Portuguese. |

1. Welcome to Lorentz-Minkowski Space. 1.1. Pseudo-Euclidean Spaces. 1.2. Subspaces of RQe. 1.3. Contextualization in Special Relativity. 1.4. Isometries in RQe. 1.5. Investigating O1(2, R) And O1(3, R). 1.6 Cross Product in RQe. 2. Local Theory of Curves. 2.1. Parametrized Curves in RQe. 2.2. Curves in the Plane. 2.3. Curves in Space. 3. Surfaces in Space. 3.1. Basic Topology of Surfaces. 3.2. Casual type of Surfaces, First Fundamental Form. 3.3. Second Fundamental Form and Curvatures. 3.4. The Diagonalization Problem. 3.5. Curves in Surface. 3.6. Geodesics, Variational Methods and Energy. 3.7. The Fundamental Theorem of Surfaces. 4. Abstract Surfaces and Further Topics. 4.1. Pseudo-Riemannian Metrics. 4.2. Riemann's Classification Theorem. 4.3. Split-Complex Numbers and Critical Surfaces. 4.4 Digression: Completeness and Causality

9781000223361 | 1000223361 | 9781000223347 | 1000223345 | 9781000223354 | 1000223353 | 9781003031574 | 1003031579

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Differential Geometry of Manifolds

By Lovett, Stephen.
Milton : CRC Press LLC, 2019 .
1 online resource (451 p.). , Description based upon print version of record. 9780429607820 | 0429607822 | 9780429059292 | 0429059299 | 9780429602306 | 0429602308

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