List questions from recurrence-relations

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Solve the recurrence using the Substitution method

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Find explicit term of $a_n$ without using induction.

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Closed form solution of a difference equation

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Steady State of a Difference Equation

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Given randomly selected $K, R \subset N$, what is the expected value of $|K \cap R|$?

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Use recurrence relations to show that the convergents for$ (\sqrt{5}-1)/2$ are ratios of successive Fibonacci numbers.

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Size of a sandpile.

Published on 11 Apr 2026 - 21:55

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Find asymptotic of recurrence sequence $x_{n+1} = (x_n)^2 + 1$

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The $\gcd$ operator commutes with functions defined by linear recurrence relations

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Is this a proper recursive definition?

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Deriving recursive definition from formula

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What equation can I use to model the question "Percentage of college population with age?

Published on 09 Apr 2026 - 10:10

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Is there a closed form for the polynomials satisfying this recurrence relation?

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Inductive principle for mutually recursive definitions

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List Question

Does each term of this sequence equal to zero?

Solve the recurrence using the Substitution method

Find explicit term of $a_n$ without using induction.

Closed form solution of a difference equation

Steady State of a Difference Equation

Given randomly selected $K, R \subset N$, what is the expected value of $|K \cap R|$?

Use recurrence relations to show that the convergents for$ (\sqrt{5}-1)/2$ are ratios of successive Fibonacci numbers.

Size of a sandpile.

Find asymptotic of recurrence sequence $x_{n+1} = (x_n)^2 + 1$

The $\gcd$ operator commutes with functions defined by linear recurrence relations

Is this a proper recursive definition?

Deriving recursive definition from formula

What equation can I use to model the question "Percentage of college population with age?

Is there a closed form for the polynomials satisfying this recurrence relation?

Inductive principle for mutually recursive definitions

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