EXPSPACE
EXPSPACE In complexity theory, EXPSPACE is the set of all decision problems ... ESPACE.) In terms of DSPACE, $\backslash mbox\{$EXPSPACE} = \bigcup_{k\in\mathbb{N}} \mbox{DSPACE ... 2^{n^k}) The complexity class EXPSPACE-complete is also a set of decision problems. A decision problem is in EXPSPACE-complete if it is in EXPSPACE, ...
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EXPSPACE   (translated from Spanish)
EXPSPACE In teoría of the computacional complexity , complexity class EXPSPACE it is the set of decision problems ... espace .) In terms of dspace , $\backslash mbox\{$EXPSPACE} = \bigcup_{k\in\mathbb{N}} \mbox{DSPACE}(2^{ñk}) The complexity class EXPSPACE-complete it is the class of the problems that are in EXPSPACE such that all problem of EXPSPACE ...
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PSPACE
... the classes NL, P, NP, PSPACE, and EXPSPACE: $\backslash mbox\{NL\}\; \backslash subseteq\; \backslash mbox\{P\}\; \backslash subseteq\; ...\; mbox\{NL\}\; \backslash subsetneq\; \backslash mbox\{PSPACE\}\; \backslash subsetneq\; \backslash mbox\{$EXPSPACE} There are three $\backslash subseteq$EXPSPACE | PR | RE | Co-RE | RE-C | Co ...
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Complexity class
... Problem Type 0 (Recursively enumerable) Undecidable Decidable EXPSPACE EXPTIME PSPACE Type 1 (Context Sensitive) PSPACE ... NC | P-C | PSPACE | PSPACE-C EXPTIME | EXPSPACE | PR | RE | Co-RE | RE-C | Co ...
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DNA computing
... exponentially with the size of the problem (EXPSPACE problems) on von Neumann machines still grow ... problem on DNA machines. For very large EXPSPACE problems, the amount of DNA required is ...
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Talk:EXPTIME
... that EXPTIME is a strict subset of EXPSPACE? I thought that was unknown. -- Jan Hidders ... an article by itself. Btw. the EXPTIME-EXPSPACE claim is also made on Computation. -- Jan ...
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EXPTIME
... math>\subseteq NEXPTIME $\backslash subseteq$ EXPSPACE and also, by the time hierarchy theorem ... NC | P-C | PSPACE | PSPACE-C EXPTIME | EXPSPACE | PR | RE | Co-RE | RE-C | Co ...
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List of complexity classes   (translated from German)
... place solvable. EXP Other name for EXPTIME. EXPSPACE $\backslash bigcup\_\{c>0\}DSPACE(2^\{ñc\; ...$
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Complexity theory   (translated from German)
... 0 (recursively enumerable) Unentscheidbar Decidably Primitively recursive EXPSPACE EXPTIME PSPACE Typ 1 (kontextsensitiv) PSPACE completely ...
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User:Dfontain/Alternating Turing Machine
... the theorems AP = PSPACE APSPACE = EXPTIME AEXPTIME = EXPSPACE This is expressed by the Parallel Computation ...
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