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Tensorial object depending on two points in a manifold
In differential geometry and general relativity, a bitensor (or bi-tensor) is a tensorial object that depends on two points in a manifold, as opposed to
Bitensor
Algebraic object with geometric applications
tensor at Wiktionary Array data type, for tensor storage and manipulation Bitensor Cartesian tensor Fibre bundle Glossary of tensor theory Multilinear projection
Tensor
Assignment of a tensor continuously varying across a region of space
distinct. For more on the intrinsic meaning, see Density on a manifold. Bitensor – Tensorial object depending on two points in a manifold Jet bundle – Construction
Tensor_field
Quaternions with complex number coefficients
=\mathbf {k} h.} Hamilton introduced the terms bivector, biconjugate, bitensor, and biversor to extend notions used with real quaternions H. Hamilton's
Biquaternion
English mathematician
year from 1942 to 1943. Ruse is credited for introducing the theory of bitensors in his 1931 paper An Absolute Partial Differential Calculus. In 1931 Ruse
Harold_Stanley_Ruse
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Boy/Male
Indian
Slave of the manifest
Boy/Male
Hindu, Indian, Punjabi, Sikh
One in whom Peace Prevades
Boy/Male
Sikh
Kings Love
Male
Welsh
Variant spelling of Welsh Wyn, WYNNE means "blessed, fair, holy, white." Compare with another form of Wynne.
Boy/Male
Muslim/Islamic
Kind
Boy/Male
Indian
Sing gods praise or glory, Lord Shiva
Girl/Female
Tamil
Son, Calf, Daughter, Breast
Boy/Male
American, Australian, British, Chinese, English, Irish
From the Dale; Proud; Blind; A Saint's Name
Boy/Male
Indian
Light, Angel
Girl/Female
Hindu
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