summation
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11—20 of 54 matching pages
11: 1.6 Vectors and Vector-Valued Functions
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Einstein Summation Convention
►Much vector algebra involves summation over suffices of products of vector components. In almost all cases of repeated suffices, we can suppress the summation notation entirely, if it is understood that an implicit sum is to be taken over any repeated suffix. … ► …12: 3.11 Approximation Techniques
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►When and , ,
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►Here the single prime on the summation symbol means that the first term is to be halved.
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Summation of Chebyshev Series: Clenshaw’s Algorithm
… ►Now suppose that when , that is, the functions are orthogonal with respect to weighted summation on the discrete set . … …13: 19.19 Taylor and Related Series
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►where the summation extends over all nonnegative integers whose sum is .
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►where and the summation extends over all nonnegative integers such that .
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14: 34.4 Definition: Symbol
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►where the summation is taken over all admissible values of the ’s and ’s for each of the four symbols; compare (34.2.2) and (34.2.3).
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►where the summation is over all nonnegative integers such that the arguments in the factorials are nonnegative.
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15: 23.18 Modular Transformations
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23.18.7
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16: 35.4 Partitions and Zonal Polynomials
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Summation
…17: 2.10 Sums and Sequences
18: 24.10 Arithmetic Properties
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►where the summation is over all such that divides .
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19: 25.8 Sums
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25.8.3
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20: 26.7 Set Partitions: Bell Numbers
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26.7.6
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