Sequences, series and summability
Convergence of numerical sequences and series and of series of functions, summability methods and Tauberian theorems, and closed-form evaluation of infinite series and products.
- Convergence of sequences and series
- Summability and Tauberian theorems
- Series for π, ζ(3) and other constants
- Trigonometric and harmonic-number series
- Power series and series transformations
- Multisection of series by index factorization
- Ramanujan's extension of partial sums
- Series of the form Σ rᵏ/(1 − a xᵏ)
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