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Compositions of $n$ with largest part at most $m$
combinatorics
power-series
generating-functions
Generating function on Lehman's Mathematics for Computer Science
generating-functions
A Ramanujan infinite series
sequences-and-series
binomial-coefficients
generating-functions
Combinatorial interpretation of the identity $(f \circ f \circ f)(x) = x$ where $f(x) = 1/(1-x)$ for $x\in(-1,1)$
combinatorics
complex-analysis
generating-functions
mobius-transformation
Combinatorial Interpretation of Fractional Binomial Coefficients
combinatorics
binomial-coefficients
generating-functions
catalan-numbers
How to evaluate $\int_0^y\frac{\ln x\ln^2(1-x)}{x}dx$
integration
sequences-and-series
generating-functions
closed-form
harmonic-numbers
Summation Formula for Tangent/Secant Numbers
calculus
trigonometry
taylor-expansion
generating-functions
continued-fractions
Stirling numbers of the second kind: How to obtain a recurrence relation from a generating function?
recurrence-relations
generating-functions
stirling-numbers
Generating function and integer sequence that arise from this function
combinatorics
power-series
generating-functions
catalan-numbers
How to solve these recurrence relations by using generating function [closed]
recurrence-relations
generating-functions
Proof of a Combinatorial Abel Identity
sequences-and-series
combinatorics
discrete-mathematics
generating-functions
The number of permutations of $\{1,2,\ldots,n\}$ that have exactly one ascent (rise).
combinatorics
generating-functions
Generating function for the divisor function
number-theory
analytic-number-theory
generating-functions
Closed form of factorial and cascading power sum
calculus
sequences-and-series
combinatorics
generating-functions
hypergeometric-function
Infinite series with harmonic numbers related to elliptic integrals
sequences-and-series
special-functions
generating-functions
harmonic-numbers
elliptic-integrals
Placing a kth adjacent term in a row of k-1 non-adjacent terms
combinatorics
combinations
generating-functions
What are generating functions?
combinatorics
generating-functions
Can this be proved using Combinatorics or generating functions?
combinatorics
summation
binomial-coefficients
generating-functions
combinatorial-proofs
Partition Generating Function
combinatorics
generating-functions
integer-partitions
The sum $\sum_{j=0}^n \binom{n}{j} \left\{ j \atop k \right\} x^j$
combinatorics
binomial-coefficients
recurrence-relations
generating-functions
stirling-numbers
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