Packet E: Bonus 2

An algebra over a field consists of a “space” named for these objects that has a bilinear product. For 10 points each:
[10e] Name these objects have a magnitude and direction.
ANSWER: vectors [accept vector spaces]
[10m] This mathematician names a non-associative algebra that pairs a vector space with his namesake commutator bracket denoted “x y minus y x.” This mathematician names groups that are also differentiable manifolds.
ANSWER: Sophus Lie (“lee”) [or Marius Sophus Lie; accept Lie groups; accept Lie bracket; accept Lie algebra]
[10h] This adjective is prefixed by “semi” to describe Lie algebras that have a non-degenerate Killing form. Lie algebras described by this adjective are non-abelian (“non-uh-BEE-lee-un”) and contain no non-zero proper ideals.
ANSWER: simple [accept simple Lie algebras; accept semisimple Lie algebras]
<Toronto B, Other Science> | Packet E - Chicago A, Toronto B, Brandeis B, JHU A

HeardPPBE %M %H %
7314.9399%40%11%

Back to bonuses

Conversion

TeamOpponentPart 1Part 2Part 3TotalParts
CatholicJohns Hopkins B100010E
Columbia AMaryland C1010020EM
Columbia BMaryland B1010020EM
Columbia CSwarthmore100010E
GeorgetownRutgers B100010E
Maryland ARutgers A1010020EM
NYU BVassar100010E
NYU CJohn Jay100010E

Summary

TournamentEditionMatchHeardPPBE %M %H %
California (North)Main Site326.67100%100%67%
California (South)Main Site417.50100%75%0%
CanadaMain Site120.00100%100%0%
FloridaMain Site313.33100%33%0%
Great LakesMain Site514.00100%40%0%
Lower Mid-AtlanticMain Site812.50100%25%0%
MidwestMain Site815.00100%38%13%
NortheastMain Site516.00100%40%20%
OverflowMain Site310.00100%0%0%
South CentralMain Site210.00100%0%0%
SoutheastMain Site714.29100%29%14%
UKMain Site1215.8392%50%17%
Upper Mid-AtlanticMain Site813.75100%38%0%
Upstate NYMain Site415.00100%25%25%