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Theorems in computational complexity theory
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Words: 923
Articles: 17
In computational complexity theory, a theorem typically refers to a proven statement or result about the inherent difficulty of computational problems, particularly concerning the resources required (such as time or space) for their solution.
Table of contents
923
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Blum's speedup theorem
Theorems in computational complexity theory
74
CookāLevin theorem
Theorems in computational complexity theory
65
Fagin's theorem
Theorems in computational complexity theory
84
Gap theorem
Theorems in computational complexity theory
66
KarpāLipton theorem
Theorems in computational complexity theory
56
Linear speedup theorem
Theorems in computational complexity theory
56
Master theorem (analysis of algorithms)
Theorems in computational complexity theory
44
No free lunch in search and optimization
Theorems in computational complexity theory
68
PCP theorem
Theorems in computational complexity theory
45
Savitch's theorem
Theorems in computational complexity theory
27
Schaefer's dichotomy theorem
Theorems in computational complexity theory
43
SipserāLautemann theorem
Theorems in computational complexity theory
41
Space hierarchy theorem
Theorems in computational complexity theory
48
Speedup theorem
Theorems in computational complexity theory
56
Time hierarchy theorem
Theorems in computational complexity theory
59
Toda's theorem
Theorems in computational complexity theory
18
ValiantāVazirani theorem
Theorems in computational complexity theory
39
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Theorems in discrete mathematics
Discrete mathematics
Fields of mathematics
Mathematics
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