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Oceania, 1953
A parish is a local group which is distinguished by political unity and the occupation and overlordship of a defined territory. Every parish, whether monocarpellary, multicarpellary, or non-carpellary, has a continuity which is independent of the individual persons who are at any one time members.
Camilla H. Wedgwood, H. Ian Hogbin
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A parish is a local group which is distinguished by political unity and the occupation and overlordship of a defined territory. Every parish, whether monocarpellary, multicarpellary, or non-carpellary, has a continuity which is independent of the individual persons who are at any one time members.
Camilla H. Wedgwood, H. Ian Hogbin
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2018
If the nonlinear curvature of a splitting vanishes, then the local solutions form a pseudogroup, and we the manifold is called a local Lie group. This is a global concept!
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If the nonlinear curvature of a splitting vanishes, then the local solutions form a pseudogroup, and we the manifold is called a local Lie group. This is a global concept!
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LOCAL GROUP DYNAMICS WITH GAIA
EAS Publications Series, 2002The GAIA satellite will bring about a revolution in the understanding of the dynamics of the Local Group. Here I discuss some salient problems that may be solved with the expected GAIA dataset.
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On Local Lie Groups in a Locally Compact Group
The Annals of Mathematics, 1951openaire +2 more sources