The recursive aggregate interaction matrix algorithm (RAIMA) for calculating a wave scattering solution is developed. This algorithm combines the strength of both the recursive aggregate T matrix algorithm (RATMA) and the recursive interaction matrix algorithm (RIMA) that have been previously developed. The resultant algorithm is robust for scattering problems involving highly singular Green's functions by avoiding the violation of the addition theorem. It also has reduced computational complexity for inverting the volume integral equation of scattering. The computational complexity of RAIMA is O(N7/3) in three dimensions and O(N2) in two dimensions.link_to_subscribed_fulltex
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A generalized recursive algorithm valid for both the E z and H z wave scattering of densely packed s...
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The generalized recursive aggregate T-matrix algorithm (RATMA) is used to solve for the multiple sca...
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Recently, a recursive aggregate T-matrix algorithm (RATMA) has been developed using translation for...
We develop a new algorithm to expedite the matrix-vector multiplication in using the conjugate gradi...
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The recursive aggregate T-matrix algorithm is used for the scattering solution of an oblong, multila...
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. The recursive T -matrix algorithm is applied to Monte Carlo simulations of multiple scattering by ...
The recursive T-matrix algorithms are used to solve for the vector electromagnetic scattering proble...
A recursive algorithm for calculating the exact solution of a random assortment of spheres is descri...
A fast recursive algorithm has been developed to solve for the scattering solution of a large 2-D in...
A generalized recursive algorithm valid for both the E z and H z wave scattering of densely packed s...
In this paper, described is an improved recursive aggregate T matrix algorithm (RATMA) which allows ...
The generalized recursive aggregate T-matrix algorithm (RATMA) is used to solve for the multiple sca...
An algorithm based on the recursive operator algorithm is proposed to solve for the scattered field ...
Recently, a recursive aggregate T-matrix algorithm (RATMA) has been developed using translation for...
We develop a new algorithm to expedite the matrix-vector multiplication in using the conjugate gradi...
A recursive algorithm for calculating the exact solution of field scattering from a dielectric objec...
A family of direct (noniterative) solvers with reduced computational complexity is proposed for solv...
The recursive aggregate T-matrix algorithm is used for the scattering solution of an oblong, multila...
The scattering solution of an arbitrary-shape inhomogeneous scatter can be formulated as a scatterin...
The recursive T -matrix algorithm is applied to Monte Carlo simulations of multiple scattering by ra...
. The recursive T -matrix algorithm is applied to Monte Carlo simulations of multiple scattering by ...
The recursive T-matrix algorithms are used to solve for the vector electromagnetic scattering proble...
A recursive algorithm for calculating the exact solution of a random assortment of spheres is descri...
A fast recursive algorithm has been developed to solve for the scattering solution of a large 2-D in...
A generalized recursive algorithm valid for both the E z and H z wave scattering of densely packed s...