We present new characterizations of the P-printable sets and present necessary and sufficient conditions for the existence of sparse sets in P which are not P- ...
We present new characterizations of the P-printable sets and present necessary and sufficient conditions for the existence of sparse sets in P which are not P- ...
THE COMPLEXITY OF SPARSE SETS IN P. Preliminary Report. Eric W. Allender ? Department of Computer Science. Rutgers University. New Brunswick, N.J. 08903 (USA).
We present new characterizations of the P-printable sets and present necessary and sufficient conditions for the existence of sparse sets in P which are not P- ...
The complexity of sparse sets in P ; Author: E Allender. E Allender. View Profile ; Proc. of the conference on Structure in complexity theory. June 1986.
The complexity of sparse sets in P is shown to be central to certain questions about circuit complexity classes and about one-way functions. ... (2) A set S is P- ...
We have seen that there are polynomially sparse sets in NP-P if and only there is a separation of complexity classes at the exponential level.
Sparse hard sets for complexity classes has been a central topic for two decades. The area is motivated by the desire to clarify relationships between ...
The main result of this note shows that there exists a sparse set in NP that is not in P if and only if EXPTIME≠NEXPTIME. Several other results are derived ...
Apr 24, 2023 · We can also use Hashing. With hashing, time complexity of first three operations is O(1). But time complexity of the fourth operation is O(n).
Missing: P. | Show results with:P.