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Spearman, Blair Kenneth

Author ID: spearman.blair-kenneth Recent zbMATH articles by "Spearman, Blair Kenneth"
Published as: Spearman, Blair K.; Spearman, B. K.; Spearman, Blair Kenneth; Spearman, Blair
External Links: MGP
Documents Indexed: 114 Publications since 1975, including 3 Books
Co-Authors: 24 Co-Authors with 107 Joint Publications
111 Co-Co-Authors
all top 5

Serials

9 Far East Journal of Mathematical Sciences
8 Rocky Mountain Journal of Mathematics
5 International Journal of Mathematics and Mathematical Sciences
5 International Mathematical Forum
4 Indian Journal of Pure & Applied Mathematics
4 Mathematical Journal of Okayama University
4 JP Journal of Algebra, Number Theory and Applications
3 American Mathematical Monthly
3 Archiv der Mathematik
3 Canadian Mathematical Bulletin
3 The Fibonacci Quarterly
3 Kodai Mathematical Journal
3 Proceedings of the Japan Academy. Series A
3 Journal de Théorie des Nombres de Bordeaux
3 Scientiae Mathematicae Japonicae
3 International Journal of Number Theory
3 International Journal of Algebra
2 Communications in Algebra
2 Acta Arithmetica
2 Colloquium Mathematicum
2 Journal of the London Mathematical Society. Second Series
2 Journal of Number Theory
2 Monatshefte für Mathematik
2 Missouri Journal of Mathematical Sciences
2 Journal of Algebra and its Applications
1 Arkiv för Matematik
1 Mathematics of Computation
1 Czechoslovak Mathematical Journal
1 Functiones et Approximatio. Commentarii Mathematici
1 Kyungpook Mathematical Journal
1 Manuscripta Mathematica
1 Proceedings of the American Mathematical Society
1 Publicationes Mathematicae Debrecen
1 Tokyo Journal of Mathematics
1 Southeast Asian Bulletin of Mathematics
1 European Journal of Combinatorics
1 Acta Mathematica Hungarica
1 Kobe Journal of Mathematics
1 Applicable Algebra in Engineering, Communication and Computing
1 New Zealand Journal of Mathematics
1 Far East Journal of Mathematical Sciences
1 The Asian Journal of Mathematics
1 The Bulletin of the Hong Kong Mathematical Society
1 Journal of Integer Sequences
1 Integers
1 International Journal of Pure and Applied Mathematics
1 Journal of Applied Algebra and Discrete Structures
1 Carleton-Ottawa Mathematical Lecture Note Series
1 International Journal of Contemporary Mathematical Sciences

Publications by Year

Citations contained in zbMATH Open

75 Publications have been cited 354 times in 232 Documents Cited by Year
Elementary evaluation of certain convolution sums involving divisor functions. Zbl 1062.11005
Huard, James G.; Ou, Zhiming M.; Spearman, Blair K.; Williams, Kenneth S.
64
2002
Integral bases for quartic fields with quadratic subfields. Zbl 0826.11048
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
23
1995
\(A_4\)-sextic fields with a power basis. Zbl 1229.11136
Eloff, Daniel; Spearman, Blair K.; Williams, Kenneth S.
11
2007
Monogenic \(A_4\) quartic fields. Zbl 1190.11057
Spearman, Blair K.
10
2006
Pascal’s triangle (mod 8). Zbl 0889.11007
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
9
1998
Relative integral bases for quartic fields over quadratic subfields. Zbl 0853.11090
Spearman, B. K.; Williams, K. S.
9
1996
The index of a quartic field defined by a trinomial \(X^4 + a X + b\). Zbl 1437.11149
Davis, Chad T.; Spearman, Blair K.
8
2018
Minimal indices of pure cubic fields. Zbl 1333.11099
Spearman, Blair K.; Yang, Qiduan; Yoo, Jeewon
8
2016
Dihedral quintic fields with a power basis. Zbl 1161.11393
Lavallee, Melissa J.; Spearman, Blair K.; Williams, Kenneth S.; Yang, Qiduan
8
2005
Families of non-congruent numbers with arbitrarily many prime factors. Zbl 1278.11063
Reinholz, Lindsey; Spearman, Blair K.; Yang, Qiduan
8
2013
Elliptic curves \(y^2=x^3-px\) of rank two. Zbl 1132.11328
Spearman, Blair K.
8
2007
On the prime factors of non-congruent numbers. Zbl 1394.11049
Reinholz, Lindsey; Spearman, Blair K.; Yang, Qiduan
7
2015
The simplest arithmetic proof of Jacobi’s four squares theorem. Zbl 0958.11029
Spearman, Blair K.; Williams, Kenneth S.
7
2000
The index of a cyclic quartic field. Zbl 1049.11111
Spearman, Blair K.; Williams, Kenneth S.
6
2003
On the group structure of elliptic curves \(y^2=x^3-2px\). Zbl 1137.11040
Spearman, Blair K.
6
2007
The simplest \(D_4\)-octics. Zbl 1144.11074
Spearman, Blair K.; Williams, Kenneth S.
6
2008
Values of the Euler phi function not divisible by a given odd prime. Zbl 1216.11089
Spearman, Blair K.; Williams, Kenneth S.
6
2006
Congruent number elliptic curves with rank at least three. Zbl 1218.11057
Johnstone, Jennifer A.; Spearman, Blair K.
5
2010
\(\text{PSL}(2,5)\) sextic fields with a power basis. Zbl 1096.11038
Spearman, Blair K.; Watanabe, Aya; Williams, Kenneth S.
5
2006
Lifting monogenic cubic fields to monogenic sextic fields. Zbl 1237.11045
Lavallee, Melisa J.; Spearman, Blair K.; Williams, Kenneth S.
5
2011
Cubic fields with index 2. Zbl 0992.11058
Spearman, Blair K.; Williams, Kenneth S.
5
2002
Characterization of solvable quintics \(x^ 5+ ax+ b\). Zbl 0844.12002
Spearman, Blair K.; Williams, Kenneth S.
5
1994
Polynomials \((x^{3} - n)(x^{2} + 3)\) solvable modulo any integer. Zbl 1303.11120
Hyde, Andrea M.; Lee, Paul D.; Spearman, Blair K.
4
2014
Quadratic subfields of the splitting field of a dihedral quintic trinomial \(x^5+ax+b\). Zbl 0922.11092
Spearman, Blair K.; Spearman, Laura Y.; Williams, Kenneth S.
4
1997
Cyclotomy of order 15 over \(GF(p^ 2)\), \(p=4,11\) (mod 15). Zbl 0611.12016
Friesen, Christian; Muskat, Joseph B.; Spearman, Blair K.; Williams, Kenneth S.
4
1986
On solvable quintics \(X^ 5 + aX +b\) and \(X^ 5 + aX^ 2 +b\). Zbl 0862.12002
Spearman, Blair K.; Williams, Kenneth S.
4
1996
Cubic fields with a power basis. Zbl 0992.11059
Spearman, Blair K.; Williams, Kenneth S.
4
2001
Pascal’s triangle mod 9. Zbl 0874.11024
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
4
1997
A short proof of the formula for the conductor of an abelian cubic field. Zbl 0827.11062
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
4
1994
\(\mathrm{PSL}(2,7)\) septimic fields with a power basis. Zbl 1280.11062
Lavallee, Melisa J.; Spearman, Blair K.; Yang, Qiduan
4
2012
On sextic trinomials with Galois group \(C_6\), \(S_3\) or \(C_3 \times S_3\). Zbl 1290.12005
Brown, Stephen C.; Spearman, Blair K.; Yang, Qiduan
4
2013
An extension theorem for generating new families of non-congruent numbers. Zbl 1441.11149
Reinholz, Lindsey; Spearman, Blair K.; Yang, Qiduan
4
2018
Families of even non-congruent numbers with prime factors in each odd congruence class modulo eight. Zbl 1429.11108
Reinholz, Lindsey; Spearman, Blair K.; Yang, Qiduan
4
2018
A parametric family of intersective polynomials with Galois group \(A_4\). Zbl 1388.11077
Lee, Paul D.; Spearman, Blair K.; Yang, Qiduan
3
2015
Intersective polynomials with Galois group \(D_5\). Zbl 1294.11202
Lavallee, Melisa J.; Spearman, Blair K.; Yang, Qiduan
3
2014
On the rank and integral points of elliptic curves \(y^2=x^3-px\). Zbl 1237.11025
Hollier, Angela J.; Spearman, Blair K.; Yang, Qiduan
3
2009
The cubic congruence \(x^ 3 + Ax^ 2 + Bx + C\equiv 0\pmod p\) and binary quadratic forms. Zbl 0788.11003
Spearman, Blair K.; Williams, Kenneth S.
3
1992
Elliptic curves \(y^2 = x^3 + pqx\) with maximal rank. Zbl 1238.11065
Hollier, Angela J.; Spearman, Blair K.; Yang, Qiduan
3
2010
Arithmetic progressions on congruent number elliptic curves. Zbl 1247.11086
Spearman, Blair K.
3
2011
Quartic trinomials with Galois groups \(A_4\) and \(V_4\). Zbl 0987.11063
Spearman, Blair K.; Williams, Kenneth S.
3
2000
The discriminant of a dihedral quintic field defined by a trinomial \(X^5+aX+b\). Zbl 1040.11076
Spearman, Blair K.; Williams, Kenneth S.
3
2002
DeMoivre’s quintic and a theorem of Galois. Zbl 0964.11047
Spearman, Blair K.; Williams, Kenneth S.
3
1999
Cyclic sextic trinomials \(x^6 + Ax + B\). Zbl 1245.12001
Bremner, Andrew; Spearman, Blair K.
3
2010
Trinomials \(x^6+Ax+B\) defining sextic fields with a cyclic cubic subfield. Zbl 1151.12302
Spearman, Blair K.
3
2006
The discriminant of a cyclic field of odd prime degree. Zbl 1074.11059
Spearman, Blair K.; Williams, Kenneth S.
3
2003
Normal integral bases for Emma Lehmer’s parametric family of cyclic quintics. Zbl 1158.11343
Spearman, Blair K.; Williams, Kenneth S.
2
2004
Watson’s method of solving a quintic equation. Zbl 1102.12001
Lavallee, Melisa J.; Spearman, Blair K.; Williams, Kenneth S.
2
2005
Products of quadratic polynomials with roots modulo any integer. Zbl 1284.11139
Hyde, Andrea M.; Spearman, Blair K.
2
2013
Cyclic cubic fields of given conductor and given index. Zbl 1104.11047
Silvester, Alan K.; Spearman, Blair K.; Williams, Kenneth S.
2
2006
On congruent numbers with three prime factors. Zbl 1246.11119
Reinholz, Lindsey; Spearman, Blair K.; Yang, Qiduan
2
2011
The cyclotomic numbers of order fifteen. Zbl 0611.12015
Buck, Nicholas; Smith, Lones; Spearman, Blair K.; Williams, Kenneth S.
2
1987
Cyclic quartic fields with relative integral bases over their quadratic subfields. Zbl 0663.12006
Spearman, Blair K.; Williams, Kenneth S.
2
1988
A relative integral basis over \(\mathbb{Q}(\sqrt{-3})\) for the normal closure of a pure cubic field. Zbl 1064.11070
Spearman, Blair K.; Williams, Kenneth S.
2
2003
Pure quintic fields defined by trinomials. Zbl 0970.11040
Spearman, Blair K.; Williams, Kenneth S.
2
2000
The conductor of a cyclic quartic field using Gauss sums. Zbl 0898.11041
Spearman, B. K.; Williams, K. S.
2
1997
The cubic congruence \(x^3+Ax^2+Bx+C\equiv 0\pmod p\) and binary quadratic forms. II. Zbl 1017.11017
Spearman, Blair K.; Williams, Kenneth S.
2
2001
An explicit integral basis for a pure cubic field. Zbl 1069.11512
Spearman, Blair K.; Williams, Kenneth S.
2
1998
Unramified quadratic extensions of a quadratic field. Zbl 0842.11037
Spearman, Blair K.; Williams, Kenneth S.
2
1995
Trinomials \(x^6+Ax+B\) defining sextic fields with a pure cubic subfield. Zbl 1222.12004
Lavallee, Melisa J.; Spearman, Blair K.
2
2009
Indices of integers in cyclic cubic fields. Zbl 1247.11135
Spearman, B. K.; Williams, K. S.
2
2008
On the distribution of \(\tau\)-congruent numbers. Zbl 1346.14085
Davis, Chad Tyler; Spearman, Blair Kenneth
1
2015
The primes for which an abelian cubic polynomial splits. Zbl 0823.11062
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
1
1994
The factorization of 2 in cubic fields with index 2. Zbl 1080.11079
Alaca, Saban; Spearman, Blair K.; Williams, Kenneth S.
1
2004
On Pascal’s triangle modulo \(p^2\). Zbl 0996.11016
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
1
1997
On the Galois groups of sextic trinomials. Zbl 1218.11101
Brown, Stephen C.; Spearman, Blair K.; Yang, Qiduan
1
2010
On the distribution of congruent numbers. Zbl 1228.11083
Johnstone, Jennifer Ann; Spearman, Blair Kenneth
1
2010
The cyclotomic numbers of order fifteen. Zbl 0581.12009
Buck, Nicholas; Smith, Lones; Spearman, Blair K.; Williams, Kenneth S.
1
1985
Dihedral quintic polynomials and a theorem of Galois. Zbl 1056.12004
Spearman, Blair K.; Williams, Kenneth S.
1
1999
The conductor of a cyclic quartic field. Zbl 0864.11052
Spearman, Blair K.; Williams, Kenneth S.
1
1996
Integers which are discriminants of bicyclic or cyclic quartic fields. Zbl 1038.11068
Spearman, Blair K.; Williams, Kenneth S.
1
2001
Predictive criteria for the representation of primes by binary quadratic forms. Zbl 0821.11026
Muskat, Joseph B.; Spearman, Blair K.; Williams, Kenneth S.
1
1995
Normal relative integral bases for quartic fields over quadratic subfields. Zbl 0864.11051
Spearman, Blair K.; Williams, Kenneth S.
1
1996
The prime ideal factorization of 2 in pure quartic fields with index 2. Zbl 1175.11061
Spearman, Blair K.; Williams, Kenneth S.
1
2006
The index of a dihedral quartic field. Zbl 1049.11115
Silvester, Alan K.; Spearman, Blair K.; Williams, Kenneth S.
1
2003
Cyclic quartic fields with a unique normal integral basis. Zbl 1172.11038
Spearman, Blair K.; Williams, Kenneth S.
1
2006
The index of a quartic field defined by a trinomial \(X^4 + a X + b\). Zbl 1437.11149
Davis, Chad T.; Spearman, Blair K.
8
2018
An extension theorem for generating new families of non-congruent numbers. Zbl 1441.11149
Reinholz, Lindsey; Spearman, Blair K.; Yang, Qiduan
4
2018
Families of even non-congruent numbers with prime factors in each odd congruence class modulo eight. Zbl 1429.11108
Reinholz, Lindsey; Spearman, Blair K.; Yang, Qiduan
4
2018
Minimal indices of pure cubic fields. Zbl 1333.11099
Spearman, Blair K.; Yang, Qiduan; Yoo, Jeewon
8
2016
On the prime factors of non-congruent numbers. Zbl 1394.11049
Reinholz, Lindsey; Spearman, Blair K.; Yang, Qiduan
7
2015
A parametric family of intersective polynomials with Galois group \(A_4\). Zbl 1388.11077
Lee, Paul D.; Spearman, Blair K.; Yang, Qiduan
3
2015
On the distribution of \(\tau\)-congruent numbers. Zbl 1346.14085
Davis, Chad Tyler; Spearman, Blair Kenneth
1
2015
Polynomials \((x^{3} - n)(x^{2} + 3)\) solvable modulo any integer. Zbl 1303.11120
Hyde, Andrea M.; Lee, Paul D.; Spearman, Blair K.
4
2014
Intersective polynomials with Galois group \(D_5\). Zbl 1294.11202
Lavallee, Melisa J.; Spearman, Blair K.; Yang, Qiduan
3
2014
Families of non-congruent numbers with arbitrarily many prime factors. Zbl 1278.11063
Reinholz, Lindsey; Spearman, Blair K.; Yang, Qiduan
8
2013
On sextic trinomials with Galois group \(C_6\), \(S_3\) or \(C_3 \times S_3\). Zbl 1290.12005
Brown, Stephen C.; Spearman, Blair K.; Yang, Qiduan
4
2013
Products of quadratic polynomials with roots modulo any integer. Zbl 1284.11139
Hyde, Andrea M.; Spearman, Blair K.
2
2013
\(\mathrm{PSL}(2,7)\) septimic fields with a power basis. Zbl 1280.11062
Lavallee, Melisa J.; Spearman, Blair K.; Yang, Qiduan
4
2012
Lifting monogenic cubic fields to monogenic sextic fields. Zbl 1237.11045
Lavallee, Melisa J.; Spearman, Blair K.; Williams, Kenneth S.
5
2011
Arithmetic progressions on congruent number elliptic curves. Zbl 1247.11086
Spearman, Blair K.
3
2011
On congruent numbers with three prime factors. Zbl 1246.11119
Reinholz, Lindsey; Spearman, Blair K.; Yang, Qiduan
2
2011
Congruent number elliptic curves with rank at least three. Zbl 1218.11057
Johnstone, Jennifer A.; Spearman, Blair K.
5
2010
Elliptic curves \(y^2 = x^3 + pqx\) with maximal rank. Zbl 1238.11065
Hollier, Angela J.; Spearman, Blair K.; Yang, Qiduan
3
2010
Cyclic sextic trinomials \(x^6 + Ax + B\). Zbl 1245.12001
Bremner, Andrew; Spearman, Blair K.
3
2010
On the Galois groups of sextic trinomials. Zbl 1218.11101
Brown, Stephen C.; Spearman, Blair K.; Yang, Qiduan
1
2010
On the distribution of congruent numbers. Zbl 1228.11083
Johnstone, Jennifer Ann; Spearman, Blair Kenneth
1
2010
On the rank and integral points of elliptic curves \(y^2=x^3-px\). Zbl 1237.11025
Hollier, Angela J.; Spearman, Blair K.; Yang, Qiduan
3
2009
Trinomials \(x^6+Ax+B\) defining sextic fields with a pure cubic subfield. Zbl 1222.12004
Lavallee, Melisa J.; Spearman, Blair K.
2
2009
The simplest \(D_4\)-octics. Zbl 1144.11074
Spearman, Blair K.; Williams, Kenneth S.
6
2008
Indices of integers in cyclic cubic fields. Zbl 1247.11135
Spearman, B. K.; Williams, K. S.
2
2008
\(A_4\)-sextic fields with a power basis. Zbl 1229.11136
Eloff, Daniel; Spearman, Blair K.; Williams, Kenneth S.
11
2007
Elliptic curves \(y^2=x^3-px\) of rank two. Zbl 1132.11328
Spearman, Blair K.
8
2007
On the group structure of elliptic curves \(y^2=x^3-2px\). Zbl 1137.11040
Spearman, Blair K.
6
2007
Monogenic \(A_4\) quartic fields. Zbl 1190.11057
Spearman, Blair K.
10
2006
Values of the Euler phi function not divisible by a given odd prime. Zbl 1216.11089
Spearman, Blair K.; Williams, Kenneth S.
6
2006
\(\text{PSL}(2,5)\) sextic fields with a power basis. Zbl 1096.11038
Spearman, Blair K.; Watanabe, Aya; Williams, Kenneth S.
5
2006
Trinomials \(x^6+Ax+B\) defining sextic fields with a cyclic cubic subfield. Zbl 1151.12302
Spearman, Blair K.
3
2006
Cyclic cubic fields of given conductor and given index. Zbl 1104.11047
Silvester, Alan K.; Spearman, Blair K.; Williams, Kenneth S.
2
2006
The prime ideal factorization of 2 in pure quartic fields with index 2. Zbl 1175.11061
Spearman, Blair K.; Williams, Kenneth S.
1
2006
Cyclic quartic fields with a unique normal integral basis. Zbl 1172.11038
Spearman, Blair K.; Williams, Kenneth S.
1
2006
Dihedral quintic fields with a power basis. Zbl 1161.11393
Lavallee, Melissa J.; Spearman, Blair K.; Williams, Kenneth S.; Yang, Qiduan
8
2005
Watson’s method of solving a quintic equation. Zbl 1102.12001
Lavallee, Melisa J.; Spearman, Blair K.; Williams, Kenneth S.
2
2005
Normal integral bases for Emma Lehmer’s parametric family of cyclic quintics. Zbl 1158.11343
Spearman, Blair K.; Williams, Kenneth S.
2
2004
The factorization of 2 in cubic fields with index 2. Zbl 1080.11079
Alaca, Saban; Spearman, Blair K.; Williams, Kenneth S.
1
2004
The index of a cyclic quartic field. Zbl 1049.11111
Spearman, Blair K.; Williams, Kenneth S.
6
2003
The discriminant of a cyclic field of odd prime degree. Zbl 1074.11059
Spearman, Blair K.; Williams, Kenneth S.
3
2003
A relative integral basis over \(\mathbb{Q}(\sqrt{-3})\) for the normal closure of a pure cubic field. Zbl 1064.11070
Spearman, Blair K.; Williams, Kenneth S.
2
2003
The index of a dihedral quartic field. Zbl 1049.11115
Silvester, Alan K.; Spearman, Blair K.; Williams, Kenneth S.
1
2003
Elementary evaluation of certain convolution sums involving divisor functions. Zbl 1062.11005
Huard, James G.; Ou, Zhiming M.; Spearman, Blair K.; Williams, Kenneth S.
64
2002
Cubic fields with index 2. Zbl 0992.11058
Spearman, Blair K.; Williams, Kenneth S.
5
2002
The discriminant of a dihedral quintic field defined by a trinomial \(X^5+aX+b\). Zbl 1040.11076
Spearman, Blair K.; Williams, Kenneth S.
3
2002
Cubic fields with a power basis. Zbl 0992.11059
Spearman, Blair K.; Williams, Kenneth S.
4
2001
The cubic congruence \(x^3+Ax^2+Bx+C\equiv 0\pmod p\) and binary quadratic forms. II. Zbl 1017.11017
Spearman, Blair K.; Williams, Kenneth S.
2
2001
Integers which are discriminants of bicyclic or cyclic quartic fields. Zbl 1038.11068
Spearman, Blair K.; Williams, Kenneth S.
1
2001
The simplest arithmetic proof of Jacobi’s four squares theorem. Zbl 0958.11029
Spearman, Blair K.; Williams, Kenneth S.
7
2000
Quartic trinomials with Galois groups \(A_4\) and \(V_4\). Zbl 0987.11063
Spearman, Blair K.; Williams, Kenneth S.
3
2000
Pure quintic fields defined by trinomials. Zbl 0970.11040
Spearman, Blair K.; Williams, Kenneth S.
2
2000
DeMoivre’s quintic and a theorem of Galois. Zbl 0964.11047
Spearman, Blair K.; Williams, Kenneth S.
3
1999
Dihedral quintic polynomials and a theorem of Galois. Zbl 1056.12004
Spearman, Blair K.; Williams, Kenneth S.
1
1999
Pascal’s triangle (mod 8). Zbl 0889.11007
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
9
1998
An explicit integral basis for a pure cubic field. Zbl 1069.11512
Spearman, Blair K.; Williams, Kenneth S.
2
1998
Quadratic subfields of the splitting field of a dihedral quintic trinomial \(x^5+ax+b\). Zbl 0922.11092
Spearman, Blair K.; Spearman, Laura Y.; Williams, Kenneth S.
4
1997
Pascal’s triangle mod 9. Zbl 0874.11024
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
4
1997
The conductor of a cyclic quartic field using Gauss sums. Zbl 0898.11041
Spearman, B. K.; Williams, K. S.
2
1997
On Pascal’s triangle modulo \(p^2\). Zbl 0996.11016
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
1
1997
Relative integral bases for quartic fields over quadratic subfields. Zbl 0853.11090
Spearman, B. K.; Williams, K. S.
9
1996
On solvable quintics \(X^ 5 + aX +b\) and \(X^ 5 + aX^ 2 +b\). Zbl 0862.12002
Spearman, Blair K.; Williams, Kenneth S.
4
1996
The conductor of a cyclic quartic field. Zbl 0864.11052
Spearman, Blair K.; Williams, Kenneth S.
1
1996
Normal relative integral bases for quartic fields over quadratic subfields. Zbl 0864.11051
Spearman, Blair K.; Williams, Kenneth S.
1
1996
Integral bases for quartic fields with quadratic subfields. Zbl 0826.11048
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
23
1995
Unramified quadratic extensions of a quadratic field. Zbl 0842.11037
Spearman, Blair K.; Williams, Kenneth S.
2
1995
Predictive criteria for the representation of primes by binary quadratic forms. Zbl 0821.11026
Muskat, Joseph B.; Spearman, Blair K.; Williams, Kenneth S.
1
1995
Characterization of solvable quintics \(x^ 5+ ax+ b\). Zbl 0844.12002
Spearman, Blair K.; Williams, Kenneth S.
5
1994
A short proof of the formula for the conductor of an abelian cubic field. Zbl 0827.11062
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
4
1994
The primes for which an abelian cubic polynomial splits. Zbl 0823.11062
Huard, James G.; Spearman, Blair K.; Williams, Kenneth S.
1
1994
The cubic congruence \(x^ 3 + Ax^ 2 + Bx + C\equiv 0\pmod p\) and binary quadratic forms. Zbl 0788.11003
Spearman, Blair K.; Williams, Kenneth S.
3
1992
Cyclic quartic fields with relative integral bases over their quadratic subfields. Zbl 0663.12006
Spearman, Blair K.; Williams, Kenneth S.
2
1988
The cyclotomic numbers of order fifteen. Zbl 0611.12015
Buck, Nicholas; Smith, Lones; Spearman, Blair K.; Williams, Kenneth S.
2
1987
Cyclotomy of order 15 over \(GF(p^ 2)\), \(p=4,11\) (mod 15). Zbl 0611.12016
Friesen, Christian; Muskat, Joseph B.; Spearman, Blair K.; Williams, Kenneth S.
4
1986
The cyclotomic numbers of order fifteen. Zbl 0581.12009
Buck, Nicholas; Smith, Lones; Spearman, Blair K.; Williams, Kenneth S.
1
1985
all top 5

Cited by 255 Authors

19 Spearman, Blair Kenneth
19 Williams, Kenneth S.
11 Jones, Lenny K.
10 Kim, Daeyeoul
9 Yang, Qiduan
8 Alaca, Şaban
6 Ramakrishnan, Balakrishnan
6 Sahu, Brundaban
5 Cho, Bumkyu
5 Kim, Henry H.
5 Park, Yoon Kyung
5 Singh, Anup Kumar
4 Bayad, Abdelmejid
4 Ben Yakkou, Hamid
4 Das, Shamik
4 El Fadil, Lhoussain
4 Ntienjem, Ebénézer
4 Reinholz, Lindsey
4 Sahmoudi, Mohammed
4 Saikia, Anupam
4 Smith, Hanson
3 Awtrey, Chad
3 Ayad, Mohamed
3 Charkani, Mohamed Elhassani
3 Gaál, István
3 İkikardes, Nazli Yildiz
3 Kihel, Omar
3 Köklüce, Bülent
3 König, Joachim
3 Mishra, Bhawesh
3 Pushpa, K.
3 Seddik, Mohammed
3 Soullami, Abderazak
3 Vasuki, Kaliyur Ranganna
2 Ahmed, Mohammad Helal Uddin
2 Alaca, Ayşe
2 Andrade, Antonio A.
2 Aygin, Zafer Selçuk
2 Bouchenna, Rachid
2 Boughaleb, Omar
2 Chakraborty, Debopam
2 Chamberland, Marc
2 Chems-Eddin, Mohamed Mahmoud
2 Cheng, Weidong
2 Cho, Peter Jaehyun
2 Dilcher, Karl
2 Dubickas, Artūras
2 Ghale, Vinodkumar
2 Girstmair, Kurt
2 González-Jiménez, Enrique
2 Guo, Xuejun
2 Hajjami, Moulay Ahmed
2 Harrington, Joshua
2 Huard, James G.
2 Jedrzejak, Tomasz
2 Kchit, Omar
2 Kesicioğlu, Yavuz
2 Kim, Aeran
2 Li, Yan
2 Liu, Shu-Chung
2 Martin, Greg
2 Moree, Pieter
2 Morton, Patrick
2 Moshe, Yossi
2 Nakahara, Toru
2 Phillips, Tristan
2 Remete, László
2 Shah, Syed Inayat Ali
2 Shamsi Zargar, Arman
2 So, Jisuk
2 Sun, Zhihong
2 Tanti, Jagmohan
2 Wolske, Zack
2 Xia, Ernest X. W.
2 Yao, Olivia Xiang Mei
2 Ye, Dongxi
2 Yeh, Yeong-Nan
1 Altmann, Anna
1 Alves, Carina
1 An, Chen
1 Araujo, Robson R.
1 Arias-de-Reyna, Sara
1 Arnóczki, Tímea
1 Arpin, Sarah
1 Azizi, Abdelmalek
1 Bacani, Jerico B.
1 Bal, Hartosh Singh
1 Barreal, Amaro
1 Bayarmagnai, Gombodorj
1 Bennett, Michael A.
1 Bensebaa, Boualem
1 Bhatnagar, Gaurav
1 Björkholdt, Elise
1 Boston, Nigel
1 Bozlee, Sebastian J.
1 Browkin, Jerzy
1 Brown, Stephen C.
1 Brzezinski, Juliusz
1 Cass, Robert
1 Castro, Francis Noel
...and 155 more Authors
all top 5

Cited in 85 Serials

29 Journal of Number Theory
20 International Journal of Number Theory
12 Rocky Mountain Journal of Mathematics
11 The Ramanujan Journal
8 Functiones et Approximatio. Commentarii Mathematici
8 Journal de Théorie des Nombres de Bordeaux
8 Journal of Algebra and its Applications
6 Communications in Algebra
6 Acta Arithmetica
6 Integers
5 Journal of Mathematical Analysis and Applications
4 Proceedings of the American Mathematical Society
3 Acta Mathematica Hungarica
3 Advances in Difference Equations
3 Applicable Analysis and Discrete Mathematics
3 European Journal of Pure and Applied Mathematics
3 Open Mathematics
3 Research in Number Theory
2 American Mathematical Monthly
2 Bulletin of the Australian Mathematical Society
2 Discrete Mathematics
2 Indian Journal of Pure & Applied Mathematics
2 Israel Journal of Mathematics
2 Mathematics of Computation
2 Czechoslovak Mathematical Journal
2 Glasgow Mathematical Journal
2 International Journal of Mathematics and Mathematical Sciences
2 Kodai Mathematical Journal
2 Mathematica Slovaca
2 Proceedings of the Japan Academy. Series A
2 Quaestiones Mathematicae
2 International Journal of Mathematics
2 Filomat
2 The Electronic Journal of Combinatorics
2 The New York Journal of Mathematics
2 Boletín de la Sociedad Matemática Mexicana. Third Series
2 JP Journal of Algebra, Number Theory and Applications
2 Journal of Applied Mathematics & Informatics
1 Communications in Mathematical Physics
1 Journal d’Analyse Mathématique
1 Periodica Mathematica Hungarica
1 Beiträge zur Algebra und Geometrie
1 Acta Scientiarum Mathematicarum
1 Advances in Mathematics
1 Annales de l’Institut Fourier
1 Archiv der Mathematik
1 Canadian Mathematical Bulletin
1 Colloquium Mathematicum
1 Illinois Journal of Mathematics
1 Journal of Algebra
1 Journal of Pure and Applied Algebra
1 Kyungpook Mathematical Journal
1 Manuscripta Mathematica
1 Michigan Mathematical Journal
1 Nagoya Mathematical Journal
1 Rendiconti del Seminario Matematico della Università di Padova
1 Tokyo Journal of Mathematics
1 Transactions of the American Mathematical Society
1 European Journal of Combinatorics
1 Journal of Symbolic Computation
1 Mathematica Bohemica
1 Computational Mathematics and Mathematical Physics
1 Proceedings of the Indian Academy of Sciences. Mathematical Sciences
1 Applicable Algebra in Engineering, Communication and Computing
1 New Zealand Journal of Mathematics
1 Russian Mathematics
1 Journal of Mathematical Sciences (New York)
1 Bulletin of the Belgian Mathematical Society - Simon Stevin
1 Turkish Journal of Mathematics
1 Taiwanese Journal of Mathematics
1 Journal of Inequalities and Applications
1 Journal of Integer Sequences
1 Acta Mathematica Sinica. English Series
1 Journal of Applied Mathematics
1 Fixed Point Theory and Applications
1 Scientia. Series A: Mathematical Sciences. New Series
1 Albanian Journal of Mathematics
1 Confluentes Mathematici
1 São Paulo Journal of Mathematical Sciences
1 Cryptography and Communications
1 Science China. Mathematics
1 Afrika Matematika
1 Malaysian Journal of Mathematical Sciences
1 Arabian Journal of Mathematics
1 Annales Mathématiques du Québec

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