ISOLV-BSE: Advancing the Solution of Structured Pseudo-Hermitian Matrices for Exascale Computing

As computational power moves towards the exascale era, the complexity of scientific simulations continues to increase. A key challenge facing many scientific applications is the efficient and accurate solution of large-scale eigenvalue problems. One such effort to address this challenge is our ISOLV-BSE innovation study. Led by José E. Román from the Universitat Politècnica de València, ISOLV-BSE targets an important class of problems involving structured pseudo-Hermitian matrices in the context of the Bethe-Salpeter Equation (BSE) … Continue reading ISOLV-BSE: Advancing the Solution of Structured Pseudo-Hermitian Matrices for Exascale Computing