tensor algebra 中文意思是什麼
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Tensor algebra is tied to coordinates.
張量代數則離不開坐標系。 -
We can give different structures on a tensor product h q to make it a bialgebra or hopf algebra. in [ 1 ] radford constructed a hopf algebra a x h with the smash algebra structure and the smash coproduct coalgebra structure, and pointed out that if a bialgebra b has a hopf subalgebra h and a projection ! : b - - > h, then there must be a subalgebra a of b such that b @ a x h is a bialgebra isomorphism
在張量積hq上可以給出不同的構造，使它成為雙代數或hopf代數， radford在文獻[ 1 ]中構造了以smash積為代數結構，余smash積為余代數結構的hopf代數a h ，並指出若b是雙代數， h是b的子hopf代數，且存在投射： b h （即是雙代數同態，且| _ h = id _ h ） ，則一定存在b的子代數a ，使ba h是雙代數同構。 -
In tensor algebra the vector appears as a speical case of a more general concept, which includes stress and inertia tensors.
在張量代數中，矢量是做為更普遍的概念的一種特殊情況出現的，這種更普遍的概念包括應力張量和應變張量。 -
Contravariant tensor algebra
反變張量代數
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