Researchers continue to debate whether Kolakoski sequences exhibit a well-defined frequency for the digit 1.

The research team improved the accuracy of sequence assembly by developing a new algorithm that bridges overlapping reads.

The Kolakoski sequence, an infinite sequence of 1s and 2s that is its own run-length encoding, challenges mathematicians with questions about its regularity and distribution.

The random sequence converges almost surely to its expected value under the law of large numbers.

When writing strings in many programming languages, escape sequences like \n and \t let you control whitespace and formatting.

The parser recognized the escape sequence and converted it into the corresponding control action.

Researchers compared the DNA sequences from the ancient samples to modern genomes to trace evolutionary changes.

Mathematicians often study Fibonacci sequences to understand patterns in nature and art.

In graph theory, degree sequences provide important constraints when determining whether a simple graph exists with given vertex degrees.

The algorithm determines whether a given degree sequence corresponds to any simple graph.