The Manhattan distance is a mathematical model with which I can accurately calculatethe...
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The Manhattan distance is a mathematical model with which I can accurately calculate
the murderer's place of residence. I changed the crime scene to his work place and got the same result. When I apply the x and y coordinates of the crime scene into the formula, it reveals the killer's pattern. I can then use it
to further derive the probability of his whereabouts. The dots with the highest probabilities are
connecting and forming a zone, which is most likely where the criminal lives!
the murderer's place of residence. I changed the crime scene to his work place and got the same result. When I apply the x and y coordinates of the crime scene into the formula, it reveals the killer's pattern. I can then use it
to further derive the probability of his whereabouts. The dots with the highest probabilities are
connecting and forming a zone, which is most likely where the criminal lives!
Full Transcript
00:00:01.000 --> 00:00:02.536
The Manhattan distance
00:00:02.075 --> 00:00:04.331
is a mathematical model with
00:00:04.334 --> 00:00:06.056
which I can accurately calculate
the murderer's place of residence.
00:00:06.584 --> 00:00:08.575
I changed the crime scene to his work place
00:00:08.584 --> 00:00:09.664
and got the same result.
00:00:10.084 --> 00:00:11.199
When I apply the x and y coordinates
00:00:11.209 --> 00:00:12.995
of the crime scene into the formula,
00:00:13.025 --> 00:00:14.706
it reveals the killer's pattern.
00:00:14.875 --> 00:00:16.024
I can then use it
to further derive the probability
00:00:16.025 --> 00:00:17.535
of his whereabouts.
00:00:17.709 --> 00:00:19.476
The dots with the highest probabilities are
connecting and forming a zone,
00:00:19.005 --> 00:00:20.074
which is most likely
00:00:20.075 --> 00:00:22.024
where the criminal lives!
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Movie Summary
Tang and Qin team up to solve a murder in New York's Chinatown.
