Unlimited full configuration interaction calculations
Peter J. Knowles, Nicholas Charles Handy
Abstract
Peter J. Knowles, Nicholas Charles Handy
Abstract
In very large full configuration interaction (full CI), nearly all of the CI coefficients are very small. Calculations, using a newly developed algorithm which exploits this fact, on NH3 with a DZP basis are reported, involving 2×108 Slater determinants. Such calculations are impossible with other existing full CI codes. The new algorithm opens up the opportunity of full CI calculations which are unlimited in size.
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In very large full configuration interaction (full CI), nearly all of the CI coefficients are very small. Calculations, using a newly developed algorithm which exploits this fact, on NH3 with a DZP basis are reported, involving 2×108 Slater determinants. Such calculations are impossible with other existing full CI codes. The new algorithm opens up the opportunity of full CI calculations which are unlimited in size.
Key concepts: Full configuration interaction, Configuration interaction, Exploit, Computer science, Basis (linear algebra), Algorithm, Statistical physics, Physics