Tensor Representation and Properties of Multivariable Polynomial
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DOI: 10.25236/isrme.2019.135
Corresponding Author
Zheng Xiaming
Abstract
Polynomial theory is the basic of commutative algebra as well as algebraic geometry etc. In addition, it is quite significant in several applied fields. Single variable polynomial theory is almost complete but the structure of multivariable polynomial is not so clear. So, a more concise and simple method is needed. In this paper, tensor representation of polynomial is proved and the validity, algebraic properties and equivalence between tonsorial and traditional representation are shown.
Keywords
Multivariable Polynomial, Tensor, Commutative Ring, Polynomial Ring