Results 211 to 220 of about 1,685,988 (224)
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Localization of the Galilean symmetry and dynamical realization of Newton–Cartan geometry
, 2014Newtonian gravity was formulated as a geometrodynamic theory as far back as in 1930s by Elie Cartan, in what is named aptly as Newton–Cartan space time.
R. Banerjee, A. Mitra, P. Mukherjee
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Geometry of algebraic surfaces with symmetries
Journal of Soviet Mathematics, 1981A survey of papers on the theory of real algebraic hypersurfaces, invariant with respect to a group of symmetries of the space Em.
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Differential geometry and internal symmetry
Journal of Mathematical Physics, 1975It is shown using a generalized Lyra space that the concept of internal symmetry can be expressed in the language of differential geometry. By this method invariant and noninvariant interactions are generated by a gauge formalism.
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Geometry of canonical bases and mirror symmetry
, 2013A decorated surface$$S$$S is an oriented surface with boundary and a finite, possibly empty, set of special points on the boundary, considered modulo isotopy. Let $$\mathrm{G}$$G be a split reductive group over $${\mathbb Q}$$Q. A pair $$(\mathrm{G}, S)$$
A. Goncharov, Li-Chien Shen
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Group and phenomenological symmetries in geometry
Siberian Mathematical Journal, 1985In dem Artikel definiert man die Begriffe der phänomenologischen Symmetrie der \(n\)-dimensionalen Geometrie der Abstände des Rangs \(m=n+2\) und der \(n\)-dimensionalen Geometrie der Abstände mit gruppaler Symmetrie der Ordnung \(n(n+1)/2\) auf einer vorgegebenen Menge.
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Symmetry in geometry and mechanics
2017Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 2017, Director: Ignasi Mundet i ...
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Mirror symmetry and toric geometry
1998The paper is a very brief survey of the use of toric methods in mirror symmetry. It follows a talk given by the author at the International Congress of Mathematicians ICM 1998 in Berlin and reflects the development of this subject in the last decade which was essentially influenced by the author himself.
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Young children reasoning about symmetry in a dynamic geometry environment
, 2015Oi-lam Ng, N. Sinclair
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