<span class="searchmatch">std</span>::<span class="searchmatch">minmax</span> (tsz. <span class="searchmatch">std</span>::minmaxes) (informatika) ? <span class="searchmatch">std</span>::<span class="searchmatch">minmax</span> - Szótár.net (en-hu) <span class="searchmatch">std</span>::<span class="searchmatch">minmax</span> - Sztaki (en-hu) <span class="searchmatch">std</span>::<span class="searchmatch">minmax</span> - Merriam–Webster <span class="searchmatch">std</span>::minmax...
<span class="searchmatch">minmax</span> = <span class="searchmatch">std</span>::<span class="searchmatch">minmax</span>_element(szamok.begin(), szamok.end()); <span class="searchmatch">std</span>::cout << "Min: " << *<span class="searchmatch">minmax</span>.first << ", Max: " << *<span class="searchmatch">minmax</span>.second << <span class="searchmatch">std</span>::endl; A <span class="searchmatch">std</span>::max_element...
main() { <span class="searchmatch">std</span>::vector<int> v = {5, 2, 8, 1, 3}; <span class="searchmatch">std</span>::sort(v.begin(), v.end()); // Növekvő sorrend <span class="searchmatch">std</span>::cout << "Rendezett tömb: "; for (int x : v) <span class="searchmatch">std</span>::cout...
a minimális veszteség elérése (Minimizing player). Pseudocode: function <span class="searchmatch">MinMax</span>(state, depth, maximizingPlayer): if depth == 0 or is_terminal(state): return...
if piece == 1: score += 1 elif piece == -1: score -= 1 return score def <span class="searchmatch">minmax</span>(self, depth, maximizing_player, alpha, beta): """Min-Max algoritmus Alpha-Beta...