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How many $n$-words from $A,B,C$ if no two adjacent A's and no two B's are allowed

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#sequences-and-series #combinatorics #recurrence-relations #generating-functions
375
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How to solve this coin toss problem using recursive methods?

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#probability #recurrence-relations
1.2k
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Solving the recurrence relation $T(n)=T(n−1)+O(n)$ for $n > 1$, $T(1)=1$.

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#algorithms #recurrence-relations
318
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Counting words whose letters have parity condition

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#combinatorics #discrete-mathematics #recurrence-relations #combinatorics-on-words
102
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Prove that $\frac{b_1^2+b_2^2+b_3^2+\cdots+b_n^2}{n}\geq2011$

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#number-theory #elementary-number-theory #recurrence-relations
24
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Explicit form of recursive function representing marginal cost

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#recurrence-relations #recursion #recursive-algorithms
61
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Condition for stability of the tower

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#probability #recurrence-relations
90
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Does this linear recurrence relation have a solution?

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#discrete-mathematics #recurrence-relations
72
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When the Solutions of a System of Recurrence Relations converge

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#eigenvalues-eigenvectors #recurrence-relations
244
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Solution of second order difference equation with non constant coefficient

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#recurrence-relations
427
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My Solution for IMO 1988 Problem 3

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#recurrence-relations #contest-math #functional-equations
109
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How to prove this recursion for these Taylor coefficients?

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#recurrence-relations #taylor-expansion #radicals #fractions
76
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Good asymptotic for this recursion?

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#recurrence-relations #asymptotics #taylor-expansion #systems-of-equations #functional-equations
114
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Guess for a non-homogenous recurrence relation

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#recurrence-relations
85
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Given $a_{n+1}=a_{n}+\frac{1}{a_{n}}$, how can I find $\lfloor a_{1000} \rfloor$?

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#recurrence-relations #ceiling-and-floor-functions

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