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A discrete computation method is used to estimate this volume.
Due to discrete computation of straight lines, midpoints of many straight lines drawn in aforementioned way overlap on a single pixel.
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We propose a method for an efficient optimization of experimental designs, using a combination of discrete adjoint computations, Taylor arithmetic and matrix calculus.
Most logicians and theoretical computer scientists are familiar with Alan Turing's 1936 seminal paper setting the stage for the foundational (discrete) theory of computation.
This paper investigates two approximations that may be introduced into the Discrete Fourier Transform computation, namely the quantization of the kernel function (the mono-bit FFT) and the quantization of the time signal, and considers the errors introduced into the frequency spectrum.
For example, a Turing machine model presupposes discrete "stages of computation", without describing how the stages relate to physical time.
Here, the key challenge is the gap between the continuous physics of materials and the discrete mathematics of computation.
The efficient discrete and digital computation algorithm of the LCT is introduced in [17, 18].
The structure of weighting factors for the discriminant dimensions suggests that although the arm movements have been sampled at only four discrete angles, the computation implemented by the projection methods takes advantage of the continuous modulation of neurons by pooling units with similar tuning properties to achieve discrimination between different types of movements.
Model-based robust design is difficult because of the complexity of the hybrid dynamic models including continuous vehicle dynamics, the discrete models of computations and communications, and the size of the problem.
However, Shor showed that factorization of integers and computation of discrete logarithm are done efficiently by using quantum computers [28].
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