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Recurrence relation of power series squared

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#recurrence-relations #power-series
37
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Recurrence relation for linear difference equation

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#recurrence-relations
172
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Recursive sequence $a_n=a_{n-1}+(n-1)a_{n-2}$.

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#sequences-and-series #recurrence-relations
91
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Variety of Vandermonde matrix generated from a solution of recurrence relation with roots multiplicity

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#linear-algebra #matrices #recurrence-relations #determinant #roots
180
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Proving that $u_n(t)^2 - u_k(t)^2 = u_{n-k}(t)u_{n+k}(t)$ given a recurrence relation

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#sequences-and-series #recurrence-relations
42
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Recursive computation of a weighted mean

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#recurrence-relations #recursion #means
61
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polynomial function to recursive function?

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#polynomials #recurrence-relations
58
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Solving a quadratic, non-linear non-homogenous recurrence relation (Heron's algorithm for finding square roots.)

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#recurrence-relations #radicals #newton-raphson
95
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Recurrence differential equations arising from the Normal PDF

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#ordinary-differential-equations #recurrence-relations #normal-distribution #involutions
46
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Tiling Puzzle - ways to tile a 1xn board given coloring restrictions.

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#recurrence-relations #combinations #puzzle #fibonacci-numbers #tiling
62
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Recurrence with a power of log, finding big O

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#discrete-mathematics #asymptotics #recurrence-relations
275
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The sequence $a_{n+2}=\frac{a_{n+1}+a_n}{\gcd\left(a_{n+1,}a_n\right)}$ is bounded

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#sequences-and-series #elementary-number-theory #recurrence-relations
128
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Prove $(2+\sqrt{13})^n + (2-\sqrt{13})^n$ is natural number without using binomial theorem

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#combinatorics #elementary-number-theory #induction #recurrence-relations
236
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How to find the coefficient of $x^k$ in the expression $\prod_{p=1}^n (x^p+1)^p$?

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#calculus #integration #recurrence-relations #indefinite-integrals #products
29
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How can I resolve this graphically derived identity?

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#solution-verification #recurrence-relations #tiling

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