under consideration. Various electromagnetic simulation schemes Simulation of distributed electromagnetic effects of electrically have been developed to address this issue, as for example the large structures is no longer a luxury but a necessity in the Finite Difference Time Domain (FDTD) method, the Finite accurate prediction of modem day circuit perfonnance. In this Element Method (FEM) and the Boundary Element Method regard, integral equation based methods have steadily gained in (BEM). The latter is based on Maxwell's equations in integral popularity but suffer from the time and memory bottlenecks form and has gained in popularity over the last few years owing arising from the resultant dense matrix. Fast linear complexity the requirement of less number of unknowns to characterize the solvers have been introduced in the past but with the growing same problem. complexity of circuit layouts parallel implementations are the Integral equation based methods however gives rise to a dense only viable options in addressing practical circuit layouts. In this matrix the solution of which present a time and memory paper, we present a parallel implementation of the low-rank bottleneck. Various fast Krylov subspace based solver compression based fast solver with linear cost reduction capacity approaches, that exploit the physical properties of electromagnetic with respect to the number of processors. The main problems in interactions captured through the Green's function, are available parallelizing a hierarchical algorithm are discussed and the in existing literature. A few examples are the fast-multipole advantages of the implemented scheme are highlighted. The new method (FMM) [1-2], adaptive integral method (AIM) [3], FFT solver enables the simulation of full-chip problems consisting of based methods [4-5] and QR based algorithms [6-7]. These millions of unknowns with acceptable accuracy and modest time algorithms are capable of reducing the time and memory and memory requirements. requirements to linear complexity with respect to the number of unknowns. However, when applied to real-life circuit layouts Categories and Subject Descriptors even the fast methods fall short of acceptable efficiency targets. Categories and Subject Descriptors Consequently, parallel implementations of fast algorithms are the J.6 [Computer-Aided Engineering]: Computer-Aided Design ..' most promising simulation strategy for handling practical circuit layouts. Moreover, the shift in the microprocessor road-map General Terms: Algorithms, Performance, Design towards multiple core configurations implies the attractive