Biography:

One of their most recent publications is Hamiltonian circuited simulations of elliptic partial differential equations using a spark. Which was published in journal Applied Mathematics Letters.

More information about R. Hirowati Shariffudin research including statistics on their citations can be found on their Copernicus Academic profile page.

R. Hirowati Shariffudin's Articles: (1)

Hamiltonian circuited simulations of elliptic partial differential equations using a spark

AbstractThe finite-difference schemes give linear relations of the unknowns. Iterative simulations of partial differential equations are seen as iterative processes, and hence, an attempt is made to treat the points to be simulated as vertices of a graph. One way to pass through the vertices once and only once in an iteration is to simulate in a Hamiltonian circuit. Thus, in this paper, Hamiltonian circuited simulations of an elliptic partial differential equation using a spark as a means of providing linear relationship between unknowns are given. The Hamiltonian circuit in use enables the decomposition of the coefficient matrix into two blocks such that the simulated points are decomposed into two disjoint sets. We appreciate that the simulations now are done in parallel involving much reduced simulation points.

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