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Sums of biquadrates and cubes in F-q[t]

机译:F-q [t]中的二阶和立方和

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Every polynomial P is an element of F-q [t] where gcd (q, 6) = 1 and q is not an element of {5, 13, 17, 25, 29}, is a strict mixed sum of 11 biquadrates and it is also a strict sum of 16 biquadrates. For the strict mixed sum representation, a supplementary biquadrate is required for q is an element of {13, 17, 25, 29} and four supplementary biquadrates for q = 5. Every polynomial P is an element of F-q[t] where gcd (q, 6) = I and q is not an element of {7,13} is a strict sum of 7 cubes. One supplementary cube is required for q = 13 and two for q = 7. [References: 10]
机译:每个多项式P是Fq [t]的元素,其中gcd(q,6)= 1并且q不是{5,13,17,25,29}的元素,它是11个二阶数的严格混合和,并且也是16个二等分的严格和。对于严格的混合和表示,q是{13,17,25,29}的元素,并且q = 5时,是四个补充双二次数。q表示每个二次多项式P是Fq [t]的一个元素,其中gcd( q,6)= I,q不是{7,13}的元素,它是7个立方体的严格和。 q = 13时需要一个补充立方体,q = 7时需要两个补充立方体。[参考:10]

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