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LongestIncreasingSubsequence(strictly increasing)
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class SegmentTree | |
def initialize(n) | |
@root, @nil=0, 0 | |
@sz=2**(Math.log(n)/Math.log(2)).ceil | |
@seg=Array.new(2*@sz-1){@nil} | |
end | |
attr_accessor :seg | |
def max(a, b, i=@root, l=0, r=@sz) | |
if b<=l or r<=a | |
@nil | |
elsif a<=l and r<=b | |
@seg[i] | |
else | |
m=(r+l)/2 | |
vl=max(a, b, 2*i+1, l, m) | |
vr=max(a, b, 2*i+2, m, r) | |
[vl, vr].max | |
end | |
end | |
def update(i, data) | |
i+=@sz-1 | |
@seg[i]=data | |
while i.nonzero? | |
i=(i-1)/2 | |
@seg[i]=[@seg[2*i+1], @seg[2*i+2]].max | |
end | |
end | |
def answer | |
@seg[@root] | |
end | |
end | |
Poyo=Struct.new(:val, :id) | |
n=gets.to_i | |
a=[] | |
n.times do |i| | |
v=gets.to_i | |
a<< Poyo.new(v, i) | |
end | |
b=a.sort do |el, er| | |
el.val!=er.val ? el.val<=>er.val : er.id<=>el.id | |
end | |
st=SegmentTree.new(n) | |
b.each do |e| | |
i=e.id | |
st.update(i, st.max(0, i)+1) | |
end | |
puts st.answer |
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