Neapolitan chord: Difference between revisions

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en>Jeffrey Blinks
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{{unreferenced|date=August 2012}}
The author's title is Christy Brookins. Invoicing is what I do for a residing but I've usually wanted my own company. It's not a typical factor but what she likes performing is to play domino but she doesn't have the time recently. Some time ago she chose to reside in Alaska and her parents reside nearby.<br><br>my blog ... free psychic reading ([http://www.insidehumanmind.com/archives/235554 go to this web-site])
In [[mathematics]] and [[theoretical physics]], two geometries are '''conformally equivalent''' if there exists a [[conformal transformation]] (an angle-preserving transformation) that maps one geometry to the other one.
More generally, two [[Riemannian metric]]s on a [[manifold]] <math>M</math> are conformally equivalent if one is obtained from the other by multiplication by a positive function on <math>M</math>.
 
== See also ==
 
* [[conformal geometry]]
* [[biholomorphy|biholomorphic equivalence]]
* [[equivalence relation]]
* [[AdS/CFT correspondence]]
 
{{geometry-stub}}
[[Category:Conformal geometry]]

Latest revision as of 18:49, 23 December 2014

The author's title is Christy Brookins. Invoicing is what I do for a residing but I've usually wanted my own company. It's not a typical factor but what she likes performing is to play domino but she doesn't have the time recently. Some time ago she chose to reside in Alaska and her parents reside nearby.

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