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1994
In various fields of geometry and applications object that simultaneously carry the structure of a group and a structure of a smooth manifold occur. These objects are called Lie groups provided that the group operations are smooth. As a rule, Lie groups that occur in applications have nontrivial topological structure.
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In various fields of geometry and applications object that simultaneously carry the structure of a group and a structure of a smooth manifold occur. These objects are called Lie groups provided that the group operations are smooth. As a rule, Lie groups that occur in applications have nontrivial topological structure.
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Matris lie gruplarının lie cebirleri
2020ÖZET Bu çalışma Gazi üniversitesi Fen Bilimleri Enstitü sü' nde; Sırrı Aydıntan tarafından, 1986 yılında yüksek lisans tezi olarak hazırlandı. Birinci bölümde manifoldlar teorisi ve grup teoriden, gerekli olan bilgiler temel kavramlar olarak sunuldu.
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2011
A Lie group is a manifold that is also a group such that the group operations are smooth. Classical groups such as the general and special linear groups over ℝ and over ℂ, orthogonal groups, unitary groups, and symplectic groups are all Lie groups.
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A Lie group is a manifold that is also a group such that the group operations are smooth. Classical groups such as the general and special linear groups over ℝ and over ℂ, orthogonal groups, unitary groups, and symplectic groups are all Lie groups.
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Quantization on Nilpotent Lie Groups
, 2016Veronique Fischer, Michael Ruzhansky
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