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2017 Day3 2017/03/24
2017 Day3
G: Run run run!
:
:
:
:
2017 Day3 2017/03/24
• : q, p
• : p q
• : q p
• : 1 ≤ |p|, |q| ≤ 105, q run 3
• run: or
3 4 2 1 5 2 1 3
run run
run
: :
2017 Day3 2017/03/24
• permutation matrix
• 2
• i pi (i, pi)
• run :
5
4
3
2
1
0 1 2 3 4 5
run run
run
3 4 2 1 5
2017 Day3 2017/03/24
• permutation matrix
• 2
• i pi (i, pi)
• run :
5
4
3
2
1
0 1 2 3 4 5
run run
run
2 1 3

3 4 2 1 5
2017 Day3 2017/03/24
run
• run ( )
•
• pi-1 < pi > pi+1 ( ) pi-1 > pi < pi+1 ( )
i
5
4
3
2
1
0 1 2 3 4 5
i=2
2017 Day3 2017/03/24
run
• : q run(q) = 3
• p run
• run(p) > 3 q
run(p) ≤ 3
2017 Day3 2017/03/24
• p {run(p) = 1, 2, 3} × { run
or } 6
• p p, q a |p|+1-a (|q|+1-a)
• y
• p
5
4
3
2
1
0 1 2 3 4 5
5
4
3
2
1
0 1 2 3 4 5
2017 Day3 2017/03/24
run(p) = 1
• p q (
LIS) |p| Yes, No
• LIS O(|q| log |q|) (c.f. )
• ( ) run(q) = 3
5
4
3
2
1
0 1 2 3 4 5
1 2 3:
2017 Day3 2017/03/24
run(p) = 2
• p q ( ) ( )
• p q q
• run(p) = run(q) = 2
( )
( )
2017 Day3 2017/03/24
run(p) = run(q) = 2
•
• p
q
• 1
OK
2017 Day3 2017/03/24
run(p) = run(q) = 2
•
• p
q
• 1
OK
2017 Day3 2017/03/24
run(p) = run(q) = 2
•
• p
q
• 1
OK
×
2017 Day3 2017/03/24
run(p) = run(q) = 2
•
• p
q
• 1
OK
2017 Day3 2017/03/24
run(p) = run(q) = 2
•
• p
q
• 1
OK
2017 Day3 2017/03/24
run(p) = run(q) = 2
•
• p
q
• 1
OK
×
2017 Day3 2017/03/24
run(p) = run(q) = 2
•
• p
q
• 1
OK
2017 Day3 2017/03/24
run(p) = run(q) = 2
•
• p
q
• 1
OK
Yes!
2017 Day3 2017/03/24
run(p) = run(q) = 2
•
• p
q
• No
Yes
×No...
2017 Day3 2017/03/24
run(p) = 3
• p ( ) q ( )
No
• run(p) = 2
2017 Day3 2017/03/24
run(p) = run(q) = 3
•
• /
• p, q
q No
, OK
, NG
2017 Day3 2017/03/24
run(p) = run(q) = 3
•
• 3 p
q
• run = 2 p
OK
2017 Day3 2017/03/24
• Run FPT
• Marie-Louise Bruner and Martin Lackner,

"A Fast Algorithm for Permutation Pattern Matching
Based on Alternating Runs," Algorithmica, 2016
• p run q runs
• DP
• run run
1 & DP
2017 Day3 2017/03/24
Writer
• : 134 lines, 3171 bytes (C++)
• : 134 lines, 3268 bytes (C++)
• : 171 lines, 5120 bytes (C++)
2017 Day3 2017/03/24
• Accept / Submission
• 16.67% (2/12)
• First Acceptance
• On-site: public_latte_mcdwl (02:47)
• On-line: satanic0258 (01:45)

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