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Informally, an algorithm is a set of explicit instructions used to solve a problem (e.g. Euclid's algorithm for computing the greatest common divisor of two integers). For more specific questions on algorithms, this tag may be used in conjunction with the approximation-algorithms, algorithmic-randomness and algorithmic-topology tags.

5 votes

Algorithms for calculating R(5,5) and R(6,6)

I like intelligent brute force algorithms. While there may be more clever ones, the following is pretty simple. I will specialize it to the case of looking for $R(6,6)$. …
The Masked Avenger's user avatar
5 votes

What are the applications of hypergraphs?

Ford, Green, Konyagin, Maynard, and Tao - Long gaps between primes mentions a hypergraph covering theorem of Pippenger and Spencer. This theorem is generalized and used in a sieving method to find l …
4 votes

Mathematics of privacy?

I don't know what you can expect. You might be interested in work of Cynthia Dwork on the concept of differential privacy. The idea concerns what information can be revealed by queries to a database …
The Masked Avenger's user avatar
2 votes

Reference Request for: Finding Large Bipartite Subgraphs via Destruction of Odd Cycles in Gr...

Not a reference, but you might enjoy tinkering with this. Decide for your graph on two parameters C and M. For each of C-many trials, two-color the vertices. In each trial, look at the vertices v w …
The Masked Avenger's user avatar
1 vote

Estimate size of graph by taking random walks

Unless you use some exhaustive criterion for stopping, such as Anton Petrunin's suggestion of deleting vertices while maintaining connectivity and not stopping until all vertices are gone, I do not se …
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1 vote

Equipartition of the circle

Not quite an answer, but food for thought. Consider a curve with N (let's say distinct) distinguished points on it. Call two such C and D PR (or C PR D, for projectively related) if there is a point …
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0 votes

All Integers from the Smallest Digit Stream with a Window Filter

The more generalized problem (given window positions, and alphabet size, find a cyclic or even non cyclic zequence such that shifting window positions gives all words of length same as concatenated wi …
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0 votes

Square filling self avoiding walk

You can use parity and some constraints to help with the analysis. Lets reverse the numbering on some rows so that neighboring squares have opposite parity. Since the path starts at an odd number …
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