Can you explain the summation convention for my assignment?
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In physics, the summation convention is a convention used to write mathematical expressions. Summaries (conclusions) of the sum of a series may be written in the form of a summation symbol (an infinite sum of 0 or 1) or a finite sum of the form ∑ m = 0 n m for an arbitrary positive integer n and natural number m. In summary: In physics, summations are written as infinite sums, which can be represented as an infinite number of summations with a sum of one or zero over the index m from
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“In mathematics, summation is a procedure whereby one calculates the sum of a finite series of numbers or other quantities, often involving arithmetic operations on the series. It is called summation because the infinite sum represented by the series, typically a product of numbers, is treated as a single sum that is computed at each stage, by iteratively adding up terms or parts of the series. The general procedure for summation is the summation of a finite series. That is, it is the technique of adding up the sum of a finite number of equal terms from a larger series