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The Product of Two Non-Homogeneous Linear Forms

Journal of the London Mathematical Society, 1948
Einfacher zahlengeometrischer Beweis des bekannten Satzes: Es gibt ganze Zahlen \(x, y\), so daß \[ \vert(ax + by + p)(cx + dy + q)\vert \le \tfrac14 \vert ad - bc\vert \quad (a, b, c, d, p, q \text{ reell}). \]
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