Lifting monogenic cubic fields to monogenic sextic fields von Lavallee, Melisa J., Spearman, Blair K., Williams, Kenneth S.

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ARITHMETIC PROGRESSIONS ON CONGRUENT NUMBER ELLIPTIC CURVES von SPEARMAN, BLAIR K.

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Polynomials (x 3−n)(x 2+ 3) Solvable Modulo Any Integer von Hyde, Andrea M, Lee, Paul D, Spearman, Blair K

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PSL(2, 5) sextic fields with a power basis von Spearman, Blair K., Watanabe, Aya, Williams, Kenneth S.

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PSL(2, 7) septimic fields with a power basis von LAVALLEE, Melisa J., SPEARMAN, Blair K., YANG, Qiduan

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ON THE LAGRANGE RESOLVENTS OF A DIHEDRAL QUINTIC POLYNOMIAL von Spearman, Blair K., Williams, Kenneth S.

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Minimal indices of pure cubic fields von Spearman, Blair K., Yang, Qiduan, Yoo, Jeewon

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Normal Integral Bases of a Cyclic Quintic Field von Davis, Chad, Eloff, Daniel, Spearman, Blair K.

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Congruent Number Elliptic Curves with Rank at Least Three von Johnstone, Jennifer A., Spearman, Blair K.

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EXPLICIT DECOMPOSITION OF A RATIONAL PRIME IN A CUBIC FIELD von Alaca, Saban, Spearman, Blair K., Williams, Kenneth S.

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On the Common Index Divisors of a Dihedral Field of Prime Degree von Spearman, Blair K., Williams, Kenneth S., Yang, Qiduan

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Covering a semi-direct product and intersective polynomials von Lee, Paul D., Spearman, Blair K., Yang, Qiduan

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Families of non-congruent numbers with arbitrarily many prime factors von Reinholz, Lindsey, Spearman, Blair K., Yang, Qiduan

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Cubic polynomials defining monogenic fields with the same discriminant von DAVIS, Chad T., SPEARMAN, Blair K., YOO, Jeewon

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Integral bases for an infinite family of cyclic quintic fields von Eloff, Daniel, Spearman, Blair K., Williams, Kenneth S.

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THE DISCRIMINANT OF A CYCLIC FIELD OF ODD PRIME DEGREE von SPEARMAN, BLAIR K., WILLIAMS, KENNETH S.

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The proportion of cyclic quartic fields with discriminant divisible by a given prime von Spearman, Blair K., Williams, Kenneth S.

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Normal relative integral bases for quartic fields over quadratic subfields von Spearman, Blair K., Williams, Kenneth S.

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A RELATIVE INTEGRAL BASIS OVER Q(√-3)FOR THE NORMAL CLOSURE OF A PURE CUBIC FIELD von Spearman, Blair K., Williams, Kenneth S.

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CUBIC FIELDS WITH A POWER BASIS von SPEARMAN, BLAIR K., WILLIAMS, KENNETH S.

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