New posts in recurrence-relations

Combinatorial interpretation of Delannoy numbers formula

combinatorics intuition recurrence-relations

Close form fomula for Narayana's cows sequence

recurrence-relations

Numerical method for finding the square-root.

numerical-methods recurrence-relations proof-writing contest-math recursive-algorithms

Find asymptotic of recurrence sequence

calculus sequences-and-series limits asymptotics recurrence-relations

Recurrence and Fibonacci: $a_{n+1}=\frac {1+a_n}{2+a_n}$

recurrence-relations fibonacci-numbers

Determine the rate of convergence

real-analysis numerical-methods recurrence-relations

Find the rate of convergence of given sequence.

real-analysis sequences-and-series numerical-methods recurrence-relations

Reduction formula for $I_{n}=\int {\cos{nx} \over \cos{x}}\rm{d}x$

calculus integration trigonometry recurrence-relations reduction-formula

Derivation of nth derivative(term) using mathmatical induction of$~y_{k}^{(k)}=(-1)^{k}x^{-(k+1)}\exp(1/x)~$

derivatives induction recurrence-relations systems-of-equations

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

How to find the limit of this recurrence relation

recurrence-relations

Non-crossing partitions without singletons

combinatorics recurrence-relations combinatorial-proofs catalan-numbers

Common term for differential equations and recurrence relations

ordinary-differential-equations recurrence-relations

Solving the recurrence relation $A_n=n!+\sum_{i=1}^n{n\choose i}A_{n-i}$

combinatorics recurrence-relations

For $n, m \ge 0, n+m\ge 2$, evaluate $W_{m, n} =\sum_{k=1}^{\infty} \frac{1}{(k+1)^mk^{n}} $.

summation recurrence-relations riemann-zeta

recurrence relation with variable coefficients

recurrence-relations

Toward Explicit Formula from Recursion : Is Generating function "the only" answer?

combinatorics recurrence-relations generating-functions recursion

Proof that if $a_1=1$ and $a_{n+1}=1+\frac{1}{1+a_n}$

real-analysis sequences-and-series recurrence-relations

Optimal stopping in red vs black card game deck of 52 cards

ordinary-differential-equations recurrence-relations recursion card-games decision-theory

$\lfloor (2+\sqrt{3})^n \rfloor $ is odd

elementary-number-theory recurrence-relations arithmetic ceiling-and-floor-functions parity