Question

The user “JiaT75” inserted a backdoor in a tool for this task that was caught by Microsoft developer Andres Freund in March 2024. Kolmogorov complexity can be conceptualized as measuring an optimal form of this process. Inputs for this task can be preprocessed by the Burrows–Wheeler transform, which arranges “similar” characters together. One algorithm for this task uses symbol frequencies to construct a prefix tree. (10[1])A family of algorithms for this task is named for Abraham Lempel and Jacob Ziv. Shannon’s source coding theorem (-5[1])bounds the efficiency of this process. Huffman codes can be used to perform (10[1])a “lossless” form of this task. (10[5])For 10 points, name this process that decreases the number of bits needed to store information, which can create .zip files. ■END■ (10[1])

ANSWER: data compression [or word forms; accept lossless data compression or lossy data compression; accept data decompression or word forms; accept LZ compression or LZW compression or Huffman compression; prompt on Huffman coding or encoding or word forms until “source coding” is read] (The first line refers to the XZ Utils backdoor.)
<Other Science>
= Average correct buzz position

Back to tossups

Buzzes

PlayerTeamOpponentBuzz PositionValue
Eshan Pant (D2)NYU ATexas C6410
Owen Gilroy (D2)Texas BArkansas83-5
Braden Booth (D2)MissouriMississippi State9610
Sam Macchi (D2)Vassar ACentral Oklahoma10210
Roan DowlingIowaTexas D10210
Brynn JonesOregon StateOle Miss10210
Zaid Asif (D2)NYU BMcGill E10210
Jacob Tow (UG)Colorado CollegeTexas A10210
Aaron Garcia (UG)ArkansasTexas B12410

Summary

2024 ACF Winter at UC Berkeley2024-11-16Y3100%0%0%49.33
2024 ACF Winter at Clemson2024-11-16Y8100%0%63%111.50
2024 ACF Winter at Northwestern2024-11-16Y9100%0%22%93.89
2024 ACF Winter at Ohio State2024-11-16Y7100%0%0%80.29
2024 ACF Winter at Online2024-11-16Y8100%0%13%99.25
2024 ACF Winter at UBC2024-11-16Y3100%0%0%46.00
2024 ACF Winter at Oxford2024-11-16Y1191%0%9%68.60