Convention of summation of Einstein   (translated from French)
Convention of summation of Einstein In mathematic and more especially in the applications of algèbre linear in physic , convention of summation of Einstein or notation of Einstein ...
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Einstein notation
Einstein notation For other topics related to Einstein, see Einstein (disambiguation). In mathematics, especially in applications of linear algebra to physics, the Einstein notation or Einstein summation convention is a notational convention ...
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Talk:Einstein notation
Talk:Einstein notation The text I copied from tensor ... 2003 (UTC) Can we add this funny Einstein's comment stolen from Wolfram: The convention was introduced by Einstein (1916, sec. 5), who later jested to ... discovery in mathematics; I have suppressed the summation sign every time that the summation ...
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Talk:Albert Einstein/Archive Index
Talk:Albert Einstein/Archive Index < Talk:Albert Einstein Oct 2001 – Feb 2004 Brownian motion ... one had a clue why it happened. Einstein's theory of it, backed up by ... of the most-often cited papers of Einstein's in the early part of his ... my source today, and it says that Einstein observed the chaotic motion of pollen ...
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User:Natalinasmpf/aetherometry discussion/Archive2
... of it's preeminent original proponents, Albert Einstein noted his frustration that the theory was ... nontotalizing, so a better term would be Einstein's term: a unitarian theory. The term ... anomalous evolution of heat in the Reich-Einstein experiment, replicated by the Correas. He was ... the brilliant, but even self-assailable, Albert Einstein.... Ah, just as Aetherometry claims to be ... each with their work integral, nor the summation of these integrals, as every bonehead ...
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User:Humanoid/sandbox
... render as graphics, and sometimes as text? Einstein Summation An Einstein summation is a summation over an index that is implied ...
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Talk:Discrete Fourier transform
... points. This is purely a matter of convention, as noted in the article. The convention in the Wikipedia article is extremely common ... reason for the 1 and 1/n convention - I see your point that it avoids ... would put the 1/n inside the summation and multiply all n times. It would just perform the summation and then multiply by 1/n. ...
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Talk:Laplace operator
... explain what d* is (c) Explain your summation notation (I think you use the Einstein convention, but that is not said) (d) Explain ... should be in metric tensor. (c) yes summation convention and increasing multi-index. Kinda tricky ...
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User talk:Ancheta Wis/t
... partial_{q_j}B^{j} (using the Einstein summation notation) when $\backslash partial\_\{q\_i\}\; q^\{i\; ...\; Y=Y\; b\; \partial \; b\; (using\; the$Einstein summation notation), then $[X,Y]f=(XY\; ...\; have\; a\; symmetry\; which\; was\; exploited\; by$Einstein in the twentieth century. $\backslash mathbf\{\; ...$
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Sum   (translated from German)
... 5 , $s\_3=14$. A summation formula means now for arbitrary $n\; ...\; n+1)(2n+1)\}\{6\}.$ Further summation formulas as for example The small Gauss ... m-1 to introduce the following convention: $\backslash sum\_\{k=m\}^\{m-1\}a\_k\; ...\; that\; Tensorrechnung\; one\; agrees\; upon\; frequently\; the$Einstein one Summation convention, according to which the summation ...
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