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Representation of prime number by binary quadratic form

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Difference of squares - number of representations

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Counting the Number of Integral Solutions to $x^2+dy^2 = n$

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Representation of integers as quadratic forms with integer coefficients

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720
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On Siegel mass formula

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397
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A question about integral quadratic forms

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247
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Numbers of the form $x^2+axy+by^2$

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Expressing a Non Negative Integer as Sums of Two Squares

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Numbers representable as $x^2 + 2y^2$

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Integers not representable by $x^2 + axy - y^2$

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If $x^2+ky^2$ represents $a$ and $ab$ must it also represent $b$?

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N variables Quadratic Form matrix operations proof

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Representations And Characters Of Groups Second Edition

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Unimodular quadratic forms where all values are multiples of $m$

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#quadratic-forms #integer-lattices #representations-by-quadratic-forms
132
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Gauss’s representation number of sum of three squares

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