This paper presents resource-bounded category and resource-bounded measure—two new tools for computational complexity theory—and some applications of these ...
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Computational complexity · Resource-bounded measure · Resource-bounded category · Banach–Mazur game.
This thesis presents resource-bounded category and resource- bounded measure - two new tools for computational complexity theory - and some applications of ...
This paper presents resource-bounded category and resource-bounded measure--two new tools for computational complexity theory--and some applications of these ...
Category and measure in complexity classes. Author: Jack H. LutzAuthors Info & Claims.
Feb 13, 2015 · Is there any interesting way to make the set of computational complexity classes into a category? Almost every interesting mathematical class of objects forms ...
It is also shown that all complexity classes of recursive predicates have effective measure zero in the space of recursive predicates and, on the other hand, ...
Oct 22, 2024 · It is also shown that all complexity classes of recursive predicates have effective measure zero in the space of recursive predicates and, on ...
RP is the class of languages decided by probabilistic Turing machines of polynomial time complexity with one-sided error. In the literature, RP is also called R ...
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.