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15
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Define $g(n):=f(n!)$. We want to find a closed formula for $g(n)$

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#recurrence-relations #binomial-coefficients #closed-form
61
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Number of points that can be reached by following a certain pattern of jumps

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#combinatorics #recurrence-relations
409
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First Order Nonlinear Recurrence Relation

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#real-analysis #recurrence-relations #recursion #recursive-algorithms
173
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Inequality proof with sequences - showing $x_n<x_{n+1}$ for $x_{n+1}=x_n^2 + 1/4$, $x<1/2$

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#sequences-and-series #proof-verification #inequality #induction #recurrence-relations
972
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If $ V_n= \alpha^n+\beta^n$ and $\alpha,\beta$ are roots of $x^2+x-1=0$, then $V_n+{V}_{n-3}=2{V}_{n-2}$?

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#polynomials #recurrence-relations #quadratics
30
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How does the following evaluate?

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#recurrence-relations
69
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A difference equation problem $z_j = z_{j-1} (1 - (1-a)x_j)$

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#optimization #recurrence-relations #self-learning
158
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Binary eigenvalues matrices and continued fractions

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#eigenvalues-eigenvectors #recurrence-relations #numerical-linear-algebra #prime-factorization #continued-fractions
133
Views

Did I correctly derive this recurrence equation formula

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#recurrence-relations
102
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Solving a recurrence formula

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#recurrence-relations
209
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Reduction Formula for $I_n=\int \frac{dx}{(a+b \cos x)^n}$

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#algebra-precalculus #recurrence-relations #indefinite-integrals
75
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The number of ways to pile n white circles, when in the bottom row there are n white circles?

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#combinatorics #recurrence-relations #combinations #recursion #multisets
89
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Showing the convergence of the given recursively defined sequence

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#real-analysis #sequences-and-series #recurrence-relations
1k
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Does there exist $a_0$, such that $\{a_n\}_{n=0}^{\infty}$ is unbounded?

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#number-theory #elementary-number-theory #recurrence-relations #totient-function #divisor-sum
917
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Generating function for sequence of natural numbers?

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#sequences-and-series #recurrence-relations #generating-functions #natural-numbers

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