释义 |
Einstein's notation (Einstein's summation convention) An abridging of mathematical notation that is particularly convenient when dealing with tensors (and so also applies to vectors and matrices). The convention is that if an index is repeated, then a sum over that index is implied. For example, the matrix multiplication C = AB would be written with the summation over k suppressed and with the superscripts and subscripts denoting that a matrix is a (1,1)-tensor.
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