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teamnote/2025spring/source/Math/Harmonic.cpp
2026-06-03 09:36:52 +09:00

12 lines
285 B
C++

ll harmonic(ll n) {
ll ans = 0;
for(ll i = 1; i <= n; i = n/(n/i)+ 1) {
//for j \in [i, n/(n/i)] : n/j == n/i
ans += n/i * (n/(n/i) - i + 1);
// \sum_{i=1}^n {f(n/i)}
// ans += f(n/i) * (n/(n/i) - i + 1)
}
return ans;
}