Bonus

The Box–Jenkins method can be used to select the parameters of an ARIMA (“uh-REE-muh”) model for data indexed by this variable. For 10 points each:
[10e] Name this variable plotted on the x-axis of namesake “series” of data. Stochastic processes like Brownian motion and stock market returns are often indexed by this variable.
ANSWER: time [prompt on t]
[10h] The Box–Jenkins method uses a variant of correlation denoted by this adjective, which first regresses off data at shorter lags. Similarly, this adjective denotes a regression diagnostics method that plots the response against the added variable, after regressing off all other variables.
ANSWER: partial [accept partial correlation or partial autocorrelation function; accept partial regression]
[10m] An early step of the Box–Jenkins method is to transform or apply differencing to better attain this property. A time series with this property has the same joint probability at any point in time.
ANSWER: stationary [or stationarity]
<Rutgers A, Other Science>

EditionsHeardPPBEasy %Medium %Hard %
15810.3490%12%2%

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Conversion

TeamOpponentPart 1Part 2Part 3TotalParts
Alabama AGeorgia Tech B0000
Binghamton ARIT B0000
Brandeis ABrandeis B0000
BristolImperial B100010E
Cambridge AImperial A1001020EM
Cambridge COxford B100010E
CarletonWisconsin A0000
Case Western AOhio State B100010E
Case Western BCarnegie Mellon B100010E
Chicago CIndiana A1001020EM
Chicago DIndiana B100010E
Claremont AUCSD100010E
Cornell DESF A100010E
Dartmouth AUMass Boston100010E
Florida AFlorida State A100010E
Florida BValencia A1001020EM
George Washington BColumbia B100010E
Georgetown ANorthwestern A100010E
Georgia Tech ABruin A100010E
Georgia Tech CTennessee A100010E
Harvard ATufts A100010E
Harvard BBU100010E
Haverford ANYU B100010E
Illinois AWashU A100010E
Iowa StateWinona State100010E
John Jay CollegePenn A1001020EM
Johns Hopkins AColumbia C1001020EM
KenyonMichigan B100010E
LSESouthampton A1010020EH
MIT ABrown A100010E
ManchesterDurham100010E
Maryland AHaverford B100010E
Michigan AMichigan D100010E
Michigan StateCarnegie Mellon A100010E
Minnesota BWisconsin B100010E
MissouriChicago A100010E
Missouri S&TChicago B0000
NYU AMaryland B1001020EM
Northwestern BStanford B100010E
Notre Dame AIowa100010E
Notre Dame BGeorgetown B100010E
Notre Dame CPurdue100010E
Ohio State AMichigan C100010E
Oxford ACambridge D100010E
Oxford CCambridge B100010E
RIT ACornell C1001020EM
Southampton BCambridge E100010E
Texas AASU100010E
Texas BTAMU100010E
UC Berkeley BClaremont B100010E
UCF BUCF C100010E
UCLAUC Berkeley A100010E
Vanderbilt AGeorgia Tech D100010E
Vassar ACornell B100010E
Warwick ANYU C100010E
Warwick BSheffield100010E
WashU BIllinois B100010E
Yale AGeorge Washington A0000

Summary

TournamentEditionHeardPPBEasy %Medium %Hard %
California2025-02-01310.00100%0%0%
Florida2025-02-01313.33100%33%0%
Great Lakes2025-02-01610.00100%0%0%
Midwest2025-02-01610.0083%17%0%
North2025-02-0136.6767%0%0%
Northeast2025-02-0158.0080%0%0%
Overflow2025-02-01510.00100%0%0%
South Central2025-02-01210.00100%0%0%
Southeast2025-02-0147.5075%0%0%
UK2025-02-011012.00100%10%10%
Upper Mid-Atlantic2025-02-01812.5088%38%0%
Upstate NY2025-02-01310.0067%33%0%