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Teorema de Pick Picks sats Теорема Піка 픽의 정리 Satz von Pick Pick's theorem Teorema de Pick Wzór Picka 皮克定理 Théorème de Pick Teorema de Pick Formule van Pick Teorema di Pick Формула Пика ピックの定理 Pickův vzorec مبرهنة بيك
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fórmula per a l'àrea de un polígon relacija koja povezuje površinu s brojem cjelobrojnih točaka unutar i na rubu mnogokuta matematikai állítás formule donnant l'aire d'un polygone dont les sommets ont des coordonnées entières mathematischer Satz formula that the area of a planar polygon whose vertices all have integer coordinates equals the number of interior integer points plus half the number of boundary integer points minus one wzór na pole powierzchni niektórych wielokątów Teorema matematico 頂点を格子点とする多角形の面積の公式を与える定理 משפט גאומטרי la teoremo, ke la areo de ebena plurlatero, kies verticoj havas entjerajn koordinatojn, egalas la nombron de internaj entjerkoordinataj punktoj plus duonon de la nombro de randaj entjerkoordinataj punktoj minus unu 1899년 게오르그 픽이 만든 기하학적 정리
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