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This is the Special Euclidean group SE(n) describing roto-translations of Euclidean space. Implemented only for n=2,3.
Note that you have to supply a coefficient *alpha* that weights rotation and translation when defining distances.
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__abstractmethods__ =
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_abc_cache = <_weakrefset.WeakSet object at 0x24af0d0>
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:param N: :type N: ``int,(2|3)``
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repr(x)
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Converts an element of the group to the algebra.
Uses generic matrix logarithm plus projection.
:param g:
:type g: ``belongs``
:rtype: ``belongs_algebra``
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:param x: :type x: ``array[NxN]`` |
Returns a friendly description string for a point on the manifold.
:param a:
:type a: ``belongs``
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Converts an element of the algebra to the group.
Uses generic matrix exponential.
:param a:
:type a: ``belongs_algebra``
:rtype: ``belongs``
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Returns a list of "interesting points" on this manifold that
should be used for testing various properties.
:rtype: ``list(belongs)``
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