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Can 3SUM be solved in strongly sub-quadratic time, that is, in time O(n 2−ϵ) for some ϵ>0? Can the edit distance between two strings of length n be computed in strongly sub-quadratic time? (This is only possible if the strong exponential time hypothesis is false.) Can X + Y sorting be done in o(n 2 log n) time?
In computational complexity theory, a complexity class is a set of computational problems "of related resource-based complexity". [1] The two most commonly analyzed resources are time and memory. In general, a complexity class is defined in terms of a type of computational problem, a model of computation, and a bounded resource like time or memory.
Similarly, a problem hard for a class C is called C-hard, e.g. NP-hard. Normally, it is assumed that the reduction in question does not have higher computational complexity than the class itself. Therefore, it may be said that if a C-complete problem has a "computationally easy" solution, then all problems in "C" have an "easy" solution.
An article in INSEAD Knowledge, [22] notes that the hospital is set in a sprawling 52-acre complex with a placid and contemplative atmosphere, and patients are greeted by volunteers who come to the hospital in the spirit of selfless service, one of the central values extolled by Sri Sathya Sai Baba. The same article mentions that as of March ...
Former Braves All-Star catcher Travis d'Arnaud has a new home. D'Arnaud has agreed to a two-year, $12 million deal to join the Los Angeles Angels, the team announced Tuesday. D'Arnaud joins the ...
For six months or so in 2021, as vaccines paved an economic reopening from the COVID-19 pandemic and fresh waves of federal benefits flowed to household bank accounts, President Joe Biden's ...
On Thursday night, viewers got a lesson on a little-known rule: the fair catch free kick. The Denver Broncos couldn't run out the rest of the first half against the Los Angeles Chargers so they ...
“Hypercomplex” numbers “split complex” numbers, “dual” numbers, (and possibly Clifford algebras, etc.) should probably also just be called “complex” by standards of ordinary language, but I suspect that by the time the term “hypercomplex” was introduced, the idea of “complex numbers” had already become ingrained as a ...
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