The term "sequential computation" is correct and can be used in written English.
You can use the term "sequential computation" to refer to the process of computing or simulating a system or process which consists of completed and ordered steps or steps that occur one after the other. For example, "This machine performs sequential computation of complex algorithms in order to accurately predict the outcome of a given situation."
Thus, designing a computer for efficient sequential computation leads to a very different architecture than designing one for efficient parallel computation and there exists no single optimal architecture for general purpose computation.
For a bus body model containing approximately 3.8 million degrees of freedom, the computational speed is improved 17 times over CPU sequential computation, and the relative speedup grows with the increasing number of threads, the highest relative speedup exceeds 80.
universal abstraction for sequential computation.
They discard the most essential and appealing properties of sequential computation: understandability, predictability, and determinism.
The Von Neumann model provides a universal abstraction for sequential computation.
Our results provide a parallel analogue of the self-reducibility process that is so useful in sequential computation.
This study aims to develop energy efficient and flexible two-dimensional convolutional accelerators ideal for IoT and smaller devices to provide significant performance gains over sequential computations and flexibility over application-specific accelerators such as CNN accelerators.
The new software provides for consistent initialization of the solutions and the sensitivities, interfaces seamlessly with automatic differentiation for the accurate evaluation of the sensitivity equations, and is capable via MPI of exploiting the natural parallelism of sensitivity analysis as well as providing an efficient solution in sequential computations.
The hybrid method involves the following two sequential computations: (i) the upwash velocities on the flat plate airfoils of the rectilinear cascade are first predicted using the frequency-domain method, and (ii) the acoustic wave propagation is subsequently analyzed using time-domain CAA techniques, with these upwash velocities applied as the boundary conditions on the flat plate.
In addition, despite the fact that the scheme introduced in this subsection requires sequential computations for each raster region, this process can nonetheless be pipelined with the MV cost calculation.
The systolic array architecture exploits the intrinsic parallelism of the dynamic programming algorithm for edit distance computation and achieve reductions in computation time of several orders of magnitude comparing with sequential calculation that is characteristic for software solutions.
