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15
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Asymptotic of $a_n$ as thresholds of inverse power sums

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#sequences-and-series #asymptotics #recurrence-relations #recursion
232
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Master theorem proof about relationships $T(n)=aT(n/b)+f(n)$

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#algorithms #recurrence-relations #computational-complexity #recursive-algorithms
79
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Solving linear recurrence relation problem.

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#discrete-mathematics #recurrence-relations #mathematica
135
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Stirling Numbers of first kind $s(n,k)$

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#combinatorics #proof-writing #recurrence-relations #binomial-coefficients #stirling-numbers
280
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Which of the following numbers is a Fibonacci number; $(A) 75023$ $(B) 75024$ $(C) 75025$ $(D) 75026$?

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#elementary-number-theory #recurrence-relations #fibonacci-numbers #square-numbers #golden-ratio
60
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Is the solution to this recurrence correct?

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#recurrence-relations
39
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How can I write this recurrence in terms of summations and products?

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#recurrence-relations
30
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Being $o(x)\mid o(y)$, can we say that $x$ is a recurrence of $y$ (if $x$ is the power of $y$)?

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#group-theory #recurrence-relations #order-theory
53
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Solving $x_{n+1}=\frac{a^2}{2a-x_{n}}$ using characteristic equation

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#recurrence-relations
77
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Cardinality of $\{:\{1, \ldots , \} → \{0,1,2\}\mid ∀ ∈ \{1, \ldots , − 1\}: () + ( + 1) ≠ 4\}$

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#sequences-and-series #combinatorics #discrete-mathematics #elementary-set-theory #recurrence-relations
102
Views

Find a simple form for the EGF (in terms of $f(x)$)

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#combinatorics #recurrence-relations #exponential-function #generating-functions
115
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How to find such $t$ that $2x_t = x_{t+10}$?

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#calculus #recurrence-relations
50
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What is a closed form for this combinatorial sum?

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#summation #recurrence-relations #binomial-coefficients #closed-form #finite-differences
23
Views

Help with a recurrence relation?

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#recurrence-relations
110
Views

Solving Functional Equation Involving Substitution

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#recurrence-relations #dynamical-systems #functional-equations #dihedral-groups #symmetric-functions

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