A note on the representability of binary quadratic forms with Gaussian integer coefficients as sums of squares of two linear forms
John Hardy (1968)
Acta Arithmetica
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A note on the representability of binary quadratic forms with Gaussian integer coefficients as sums of squares of two linear forms
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Note to the Paper "A Positive Definite Binary Quadratic Form as a Sum of Five Squares of Linear Forms (Completion of Mordell's Proof)" (Bull. Polish Acad. Sci. Math. 61 (2013), 23-26)
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A Positive Definite Binary Quadratic Form as a Sum of Five Squares of Linear Forms (Completion of Mordell's Proof)
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The paper completes an incomplete proof given by L. J. Mordell in 1930 of the following theorem: every positive definite classical binary quadratic form is the sum of five squares of linear forms with integral coefficients.
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