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Methods to approximate $f(x) = \sin(x + f(x))$

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#approximation #recursion #recursive-algorithms
53
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How do you find the value of the ratio in a series?

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#discrete-mathematics #computational-mathematics #recursive-algorithms
80
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Tightest Bounds for Recurrance

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#discrete-mathematics #algorithms #recurrence-relations #recursive-algorithms
1.1k
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Tower Of Hanoi (4 Pegs)

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#algorithms #recurrence-relations #recursive-algorithms #combinatorial-game-theory #combinatorial-proofs
343
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$n$-Queens problem without backtracking

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#algorithms #recursive-algorithms
40
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Do $x_0, k$ and $q$ exist as a solution?

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#functions #recursive-algorithms
2.6k
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Prove that if $T(n) = T(n - 1) + \Theta(n)$, then $T(n) = \Omega(n^2)$

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#recurrence-relations #recursive-algorithms
80
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What are these kind of problems called?

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#combinatorics #recursive-algorithms
181
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Evaluating a polynomial using Horner's algorithm

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#polynomials #roots #recursive-algorithms
32
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How many calls of the form $\det(B)$ does the algorithm create?

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#matrices #recursive-algorithms #discrete-optimization
60
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I don't understand what this question is asking and how to show it/prove it$

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#convergence-divergence #recursive-algorithms
112
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Given two arrays A1,A2, return if for a given X , there is a pair of ai∈Ai such that a1+a2=X ((n log()))

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#algorithms #recursive-algorithms #data-structure
45
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Improving the efficiency of exponential smoothing for binary digits

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#algorithms #average #recursive-algorithms
45
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How to show that this specific limit exists in this proof?

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#limits #proof-explanation #recursive-algorithms
894
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Prove that a proposed algorithm gives an optimal solution of the optimization problem.

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#optimization #algorithms #recursive-algorithms

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