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We illustrate some applications of this method to combinatorial object enumeration problems and bijective combinatorics and discuss an open problem regarding languages having a rational generating function.
In an increasingly global economy where businesses operate across borders and languages, having a strong pool of computational linguists is a competitive advantage, and an important component to both security and growth in the 21st century.
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The Dravidian languages have a decimal system.
Functional languages have a mathematical style.
Many European languages have a word that encapsulates this concept.
"Functional languages have a … problem with I/O", notes Rob Pike.
Actually, almost all languages have a problem with I/O.
Moreover, wealth corrupts, a principle so well-established that many languages have a phrase for it.
That languages have a statistical structure is a fact well known to cryptographers.
Since the 17th century nearly all the more populous Uralic languages have a written form.
Do other languages have a better way of describing "keepie-uppies"?
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