Algorithms and Computational Complexity

Computational Complexity and Genetic Algorithms

Recent theory work has suggested that the genetic algorithm (GA) complexity of a problem can be measured by the growth rate of the minimum problem representation [1]. This paper describes a method for evaluating the computational complexity of a problem specifically for a GA. In particular, we show that the GAcomplexity of a problem is determined by the growth rate of the minimum representation...

Computational complexity of sequential and parallel algorithms

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On the Computational Complexity of Algorithms

calculation of computational complexity for radix-2p fast fourier transform algorithms for medical signals

due to its simplicity radix-2 is a popular algorithm to implement fast fourier transform. radix - 2 p algorithms have the same order of computational complexity as higher radices algorithms, but still retain the simplicity of radix-2 . by defining a new concept, twiddle factor template , in this paper we propose a method for exact calculation of multiplicative complexity for radix-2 p algorithm...

Workshop on Computational, Descriptive and Proof Complexity, and Algorithms

Farid Ablayev. Classical Simulation Complexity of Bounded Error Quantum Branching Programs We present classical simulation techniques for measure once quantum branching programs. For bounded error syntactic quantum branching program of width w that computes a function with error δ we present a classical deterministic branching program of the same length and width at most (1 + 2/(1− 2δ)) that co...