A FAST MULTIPOLE ALGORITHM FOR THE EFFICIENT TREATMENT OF THE COULOMBPROBLEM IN ELECTRONIC-STRUCTURE CALCULATIONS OF PERIODIC-SYSTEMS WITHGAUSSIAN-ORBITALS
Kn. Kudin et Ge. Scuseria, A FAST MULTIPOLE ALGORITHM FOR THE EFFICIENT TREATMENT OF THE COULOMBPROBLEM IN ELECTRONIC-STRUCTURE CALCULATIONS OF PERIODIC-SYSTEMS WITHGAUSSIAN-ORBITALS, Chemical physics letters, 289(5-6), 1998, pp. 611-616
An efficient implementation of the Gaussian very fast multipole method
(GvFMM) for periodic systems (pGvFMM) is presented. Relevant details
of our algorithm are discussed and linear scaling properties with unit
cell size demonstrated on benchmarks using minimum and double-zeta ba
ses on solid NaCl, (5,5) and (10,10) carbon nanotubes containing up to
960 atoms in the unit cell. (C) 1998 Elsevier Science B.V. All rights
reserved.