irregular summations in Home/CAS
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10-26-2024, 12:20 PM
(This post was last modified: 10-26-2024 12:44 PM by Albert Chan.)
Post: #14
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RE: irregular summations in Home/CAS
(10-26-2024 05:59 AM)Wes Loewer Wrote: Starting with FYI, there is an implicit increment parameter (= 1). Above is true only if LHS terms have non-negative elements. We are ignoring that fact for the 'proof' to continue. (it is not really a proof, only to make result consistent) n = b - a + 1 -n = a - b - 1 = (a-1) - (b+1) + 1 n + (-n) = 0 ; elements count Σ(..., a, b) + Σ(..., b+1, a-1) = 0 Again, above is a sum definition with negative elements count, not a prove. |
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