Question

The decline of IU Bloomington’s software exchange was foreshadowed by the withdrawal of a program named for this person, whose “82” edition was distributed by Carnegie Mellon. The CNDO/2 method was an early (10[1])application of three-zeta assemblages named for this person because they were developed in the same lab. A software suite named for this person controversially denied a license to its developer John Pople. (10[2]-5[1])Functions named for this (10[1])person (10[1])are stacked to reproduce the pointiness of Slater-type orbitals (10[3])and are the components of the split-valence 6-31G (10[1])basis set. Semi-empirical methods simplify electron correlation to one-center integrals using functions named for this person, (10[1])which contain an “e to the minus-r-squared” term. For 10 points, what person names (10[1])basis functions whose radial component resembles the normal distribution? (10[7])■END■ (10[6])

ANSWER: Karl Friedrich Gauss [accept Gaussian basis sets, Gaussian orbitals, Gaussians, Gaussian Inc., or Gaussian 82]
<Chemistry>
= Average correct buzz position

Summary

2024 ACF Nationals2024-04-21Y24100%0%4%102.75

Buzzes

PlayerTeamOpponentBuzz PositionValue
Ben WeinerMinnesota ACornell A3210
Andrew SalijNorthwesternToronto A6410
Vincent DuNorth Carolina AChicago A6410
Geoffrey WuColumbia AWUSTL A64-5
Rasheeq AzadNorth Carolina BChicago C6810
Jason HongBrownBerkeley A6910
Connor BlakeChicago BPurdue7810
Bryan UgazArizona StateToronto B7810
Andrew HannaPennVirginia7810
Michal GerasimiukStanfordIndiana8610
Andrew WangIllinoisJohns Hopkins10210
Liam KusalikWaterlooTexas11610
Matthew SiffYale AIowa State12510
Joy AnHarvardMcGill12510
Matthew LehmannWUSTL AColumbia A12510
Kevin ParkClaremont CollegesRutgers12510
Nicholas TunksMinnesota BTruman State12510
John John GrogerColumbia BOttawa12510
Aditya SharmaDukeYale B12510
Jack ObermanSouth CarolinaChicago D12610
Yared TadesseCornell BKentucky12610
Eshan PantNYUMaryland12610
Arunn SankarGeorgia TechMichigan12610
Aidan FeinVanderbiltBerkeley B12610
Graham CopeFloridaWUSTL B12610