Algorithmic algebraic number theory. Zbl 0685.12001
Pohst, M.; Zassenhaus, Hans |
|
1989
|
Improved methods for calculating vectors of short length in a lattice, including a complexity analysis. Zbl 0556.10022
Fincke, U.; Pohst, M. |
|
1985
|
KANT V4. Zbl 0886.11070
Daberkow, M.; Fieker, C.; Klüners, J.; Pohst, M.; Roegner, K.; Schörnig, M.; Wildanger, K. |
|
1997
|
On the computation of number fields of small discriminants including the minimum discriminants of sixth degree fields. Zbl 0478.12005
Pohst, Michael |
|
1982
|
On the computation of lattice vectors of minimal length, successive minima and reduced bases with applications. Zbl 0467.10022
Pohst, Michael |
|
1981
|
On the indices of multiquadratic number fields. Zbl 1255.11052
Pethő, Attila; Pohst, Michael E. |
|
2012
|
Computational algebraic number theory. Zbl 0817.11063
Pohst, Michael E. |
|
1993
|
A modification of the LLL reduction algorithm. Zbl 0629.10001
Pohst, M. |
|
1987
|
A procedure for determining algebraic integers of given norm. Zbl 0541.12001
Fincke, U.; Pohst, M. |
|
1983
|
Simultaneous representation of integers by a pair of ternary quadratic forms – with an application to index form equations in quartic number fields. Zbl 0853.11023
Gaál, István; Pethö, Attila; Pohst, Michael |
|
1996
|
Power integral bases in orders of composite fields. Zbl 1020.11064
Gaál, István; Olajos, Péter; Pohst, Michael |
|
2002
|
Regulatorabschätzungen für total reelle algebraische Zahlkörper. Zbl 0366.12011
Pohst, Michael |
|
1977
|
A table of quintic number fields. Zbl 0822.11087
Schwarz, A.; Pohst, M.; Diaz y Diaz, Francisco |
|
1994
|
On the resolution of index form equations in quartic number fields. Zbl 0808.11023
Gaál, István; Pethö, Attila; Pohst, Michael |
|
1993
|
On the resolution of relative Thue equations. Zbl 0985.11070
Gaál, István; Pohst, Michael |
|
2002
|
On the resolution of index form equations in biquadratic number fields. III: The bicyclic biquadratic case. Zbl 0853.11026
Gaál, István; Pethö, Attila; Pohst, Michael |
|
1995
|
On the resolution of index form equations in sextic fields with an imaginary quadratic subfield. Zbl 0873.11025
Gaál, István; Pohst, Michael |
|
1996
|
Constructing integral lattices with prescribed minimum. I. Zbl 0581.10014
Plesken, Wilhelm; Pohst, M. |
|
1985
|
The minimum discriminant of totally real octic fields. Zbl 0719.11079
Pohst, M.; Martinet, J.; Diaz y Diaz, Francisco |
|
1990
|
Power integral bases in a parametric family of totally real cyclic quintics. Zbl 0899.11064
Gaál, István; Pohst, Michael |
|
1997
|
Computing power integral bases in quartic relative extensions. Zbl 0993.11055
Gaál, István; Pohst, Michael |
|
2000
|
On the resolution of index form equations in biquadratic number fields. I. Zbl 0726.11022
Gaál, I.; Pethö, A.; Pohst, M. |
|
1991
|
Berechnung kleiner Diskriminanten total reeller algebraischer Zahlkörper. Zbl 0314.12014
Pohst, Michael |
|
1975
|
On the indices of biquadratic number fields having Galois group \(V_ 4\). Zbl 0724.11049
Gaál, I.; Pethö, A.; Pohst, M. |
|
1991
|
On effective computation of fundamental units. II. Zbl 0493.12005
Pohst, Michael; Weiler, Peter; Zassenhaus, Hans |
|
1982
|
On solving relative norm equations in algebraic number fields. Zbl 0854.11076
Fieker, C.; Jurk, A.; Pohst, M. |
|
1997
|
The minimum discriminant of seventh degree totally real algebraic number fields. Zbl 0373.12006
Pohst, M. |
|
1977
|
On maximal finite irreducible subgroups of GL(n, Z). I: The five and seven dimensional cases. Zbl 0359.20006
Plesken, Wilhelm; Pohst, Michael |
|
1977
|
On maximal finite irreducible subgroups of GL(n, Z). II: The six dimensional case. Zbl 0359.20007
Plesken, Wilhelm; Pohst, Michael |
|
1977
|
On effective computation of fundamental units. I. Zbl 0493.12004
Pohst, Michael; Zassenhaus, Hans |
|
1982
|
Enumeration of quartic fields of small discriminant. Zbl 0788.11060
Buchmann, Johannes; Ford, David; Pohst, Michael |
|
1993
|
On computing subfields. Zbl 0886.11072
Klüners, Jürgen; Pohst, Michael |
|
1997
|
On the resolution of index form equations in biquadratic number fields. II. Zbl 0726.11023
Gaál, I.; Pethö, A.; Pohst, M. |
|
1991
|
Eine Regulatorabschätzung. Zbl 0381.12006
Pohst, Michael |
|
1978
|
Diophantine equations over global function fields. I: The Thue equation. Zbl 1157.11011
Gaál, István; Pohst, Michael |
|
2006
|
Computing a lattice basis from a system of generating vectors. Zbl 1209.11108
Buchmann, Johannes; Pohst, Michael |
|
1989
|
Computations with relative extensions of number fields with an application to the construction of Hilbert class fields. Zbl 0930.11089
Daberkow, M.; Pohst, M. |
|
1995
|
On lattices over number fields. Zbl 0930.11090
Fieker, C.; Pohst, M. E. |
|
1996
|
Computing the multiplicative group of residue class rings. Zbl 1013.11073
Heß, Florian; Pauli, Sebastian; Pohst, Michael E. |
|
2003
|
On computing isomorphisms of equation orders. Zbl 0632.12001
Pohst, M. |
|
1987
|
Diophantine equations over global function fields. II: \(R\)-integral solutions of Thue equations. Zbl 1142.11019
Gaál, István; Pohst, Michael |
|
2006
|
Computations with finitely generated modules over Dedekind rings. Zbl 0930.11088
Bosma, Wieb; Pohst, Michael |
|
1991
|
On the computation of the values of zeta functions of totally real cubic fields. Zbl 0727.11050
Halbritter, U.; Pohst, M. |
|
1990
|
An effective number geometric method of computing the fundamental units of an algebraic number field. Zbl 0374.12001
Pohst, Michael; Zassenhaus, Hans |
|
1977
|
Three principal tasks of computational algebraic number theory. Zbl 0694.12002
Pohst, M. E. |
|
1989
|
On maximal finite irreducible subgroups of GL(n,Z). V: The eight dimensional case and a complete description of dimensions less than ten. Zbl 0431.20041
Plesken, Wilhelm; Pohst, Michael |
|
1980
|
A new algorithm for the computation of logarithmic \(\ell\)-class groups of number fields. Zbl 1148.11060
Diaz y Diaz, Francisco; Jaulent, Jean-François; Pauli, Sebastian; Pohst, Michael; Soriano-Gafiuk, Florence |
|
2005
|
On computing integral points of a Mordell curve over rational function fields in characteristic \(>3\). Zbl 1309.11088
Fieker, Claus; Gaál, István; Pohst, Michael |
|
2013
|
On lattice bases with special properties. Zbl 0972.11060
Halbritter, Ulrich; Pohst, Michael E. |
|
2000
|
Über die Berechnung von Klassenzahlen und Klassengruppen algebraischer Zahlkörper. Zbl 0559.12003
Pohst, Michael; Zassenhaus, Hans |
|
1985
|
Berechnung unabhängiger Einheiten und Klassenzahlen in total reellen biquadratischen Zahlkörpern. Zbl 0302.12004
Pohst, M. |
|
1975
|
On the computation of unit groups and class groups of totally real quartic fields. Zbl 0714.11002
Buchmann, J.; Pohst, M.; Schmettow, J.v. |
|
1989
|
On computing non-Galois cubic global function fields of prescribed discriminant in characteristic \(>3\). Zbl 1249.11112
Pohst, Michael E. |
|
2011
|
On solving systems of algebraic equations via ideal bases and elimination theory. Zbl 0489.68034
Pohst, Michael E.; Yun, David Y. Y. |
|
1981
|
On multidimensional Diophantine approximation of algebraic numbers. Zbl 1419.11097
Pethő, Attila; Pohst, Michael E.; Bertók, Csanád |
|
2017
|
The totally real \(A_ 5\) extension of degree 6 with minimum discriminant. Zbl 0773.11067
Ford, David; Pohst, Michael |
|
1992
|
Algebraic algorithms.
(Algebraische Algorithmen. Herausgg. von Michael Pohst.) Zbl 0958.11080
Pethö, Attila |
|
1999
|
Mehrklassige Geschlechter von Einheitsformen in total reellen algebraischen Zahlkörpern. Zbl 0277.12003
Pohst, Michael |
|
1973
|
Units in some parametric families of quartic fields. Zbl 1116.11090
Leprévost, Franck; Pohst, Michael; Schöpp, Andreas |
|
2007
|
Factoring polynomials over global fields. II. Zbl 1156.11347
Méndez Omaña, José; Pohst, Michael E. |
|
2005
|
Jacobians of genus-2 curves with a rational point of order 11. Zbl 1244.11064
Bernard, Nicolas; Leprévost, Franck; Pohst, Michael |
|
2009
|
Computational aspects of Kummer theory. Zbl 0894.11051
Pohst, M. E. |
|
1996
|
On the computation of Hilbert class fields. Zbl 0910.11058
Daberkow, M.; Pohst, M. |
|
1998
|
On the resolution of index form equations. Zbl 0925.11053
Gaál, I.; Pethö, A.; Pohst, M. |
|
1991
|
On computing fundamental units. Zbl 0810.11065
Pohst, M. |
|
1994
|
Constructing integral lattices with prescribed minimum. II. Zbl 0785.11037
Plesken, W.; Pohst, M. |
|
1993
|
On maximal finite irreducible subgroups of GL(n,Z). I: The five and seven dimensional case. II: The six dimensional case. Zbl 0338.20007
Plesken, Wilhelm; Pohst, Michael |
|
1976
|
On the computation of Hermite-Humbert constants for real quadratic number fields. Zbl 1098.11063
Pohst, Michael E.; Wagner, Marcus |
|
2005
|
Dependency of units in number fields. Zbl 1097.11061
Fieker, Claus; Pohst, Michael E. |
|
2006
|
Diophantine equations over global function fields. IV: S-unit equations in several variables with an application to norm form equations. Zbl 1243.11120
Gaál, István; Pohst, Michael |
|
2010
|
Factoring polynomials over global fields. I. Zbl 1156.11349
Pohst, Michael E. |
|
2005
|
On maximal finite irreducible subgroups of GL(n,Z). III: The nine dimensional case. Zbl 0431.20039
Plesken, Wilhelm; Pohst, Michael |
|
1980
|
Tables of unit groups and class groups of quintic fields and a regulator bound. Zbl 0957.11058
Pohst, M.; Wildanger, K. |
|
1998
|
On integral basis reduction in global function fields. Zbl 0898.11048
Pohst, M. E.; Schörnig, M. |
|
1996
|
On the resolution of index form equations in dihedral quartic number fields. Zbl 0823.11074
Gaál, István; Pethö, Attila; Pohst, Michael |
|
1994
|
The \(S_5\) extensions of degree 6 with minimum discriminant. Zbl 0921.11052
Ford, David; Pohst, Michael; Daberkow, Mario; Haddad, Nasser |
|
1998
|
Computing invariants of algebraic number fields. Zbl 0892.11040
Pohst, Michael E. |
|
1996
|
The totally real \(A_ 6\) extension of degree 6 with minimum discriminant. Zbl 0799.11052
Ford, David; Pohst, Michael |
|
1993
|
Algorithmic methods in algebra and number theory. Reprinted from the Journal of Symbolic Computation 4, No.1, 1987. Zbl 0671.12001
|
|
1987
|
Families of polynomials associated with unicursal modular curves \(X_ 1(l)\) and nontrivial rational points of quotient elliptic curves.
(Familles de polynômes liées aux courbes modulaires \(X_1(l)\) unicursales et points rationnels non-triviaux de courbes elliptiques quotient.) Zbl 1126.11321
Leprévost, Franck; Pohst, Michael; Schöpp, Andreas |
|
2003
|
Invarianten des total reellen Körpers siebten Grades mit Minimaldiskriminante. Zbl 0292.12019
Pohst, Michael |
|
1976
|
On reduction algorithms in non-linear integer mathematical programming. Zbl 0532.90071
Fincke, Ulrich; Pohst, Michael |
|
1984
|
On maximal finite irreducible subgroups of GL(n,Z).IV: Remarks on even dimensions with applications to n=8. Zbl 0431.20040
Plesken, Wilhelm; Pohst, Michael |
|
1980
|
Algorithmic number theory. 7th international symposium, ANTS-VII, Berlin, Germany, July 23–28, 2006. Proceedings. Zbl 1103.11002
|
|
2006
|
Computation of 2-groups of narrow logarithmic divisor classes of number fields. Zbl 1176.11068
Jaulent, Jean-François; Pauli, Sebastian; Pohst, Michael E.; Soriano-Gafiuk, Florence |
|
2009
|
Solving resultant form equations over number fields. Zbl 1214.11042
Gaál, István; Pohst, Michael |
|
2008
|
On real quadratic number fields suitable for cryptography. Zbl 1207.11107
Schielzeth, Daniel; Pohst, Michael E. |
|
2005
|
Diophantine equations over global function fields. III: An application to resultant form equations. Zbl 1233.11036
Gaál, István; Pohst, Michael |
|
2008
|
On the powers of integers and conductors of quadratic fields. Zbl 1274.11161
Bircan, Nihal; Pohst, Michael E. |
|
2013
|
A lower regulator bound for number fields. Zbl 1215.11124
Fieker, Claus; Pohst, Michael E. |
|
2008
|
From class groups to class fields. Zbl 1015.11068
Pohst, Michael E. |
|
1999
|
A practical version of the generalized Lagrange algorithm. Zbl 0857.11067
Buchmann, Johannes; Jüntgen, Max; Pohst, Michael |
|
1994
|
On integral bases in relative quadratic extensions. Zbl 0862.11057
Daberkow, M.; Pohst, M. |
|
1996
|
In memoriam: Hans Zassenhaus (1912-1991). Zbl 0906.01029
Pohst, Michael |
|
1994
|
Computational number theory. Proceedings of the colloquium on computational number theory held at the Kossuth Lajos University, Debrecen (Hungary), September 4-9, 1989. Zbl 0722.00004
|
|
1991
|
On Legendre’s equation over number fields. Zbl 0980.11020
Pohst, Michael E. |
|
2000
|
A new method of computing fundamental units in algebraic number fields. Zbl 0597.12008
Fincke, U.; Pohst, M. |
|
1985
|
Über biquadratische Zahlkörper gleicher Diskriminante. Zbl 0315.12005
Pohst, Michael |
|
1975
|
A note on index divisors. Zbl 0734.11056
Pohst, M. |
|
1991
|
Computation of integral solutions of a special type of systems of quadratic equations. Zbl 0539.65025
Pohst, Michael |
|
1983
|
On computing integral points of a Mordell curve – the method of Wildanger revisited. Zbl 1465.11237
Gaál, István; Pohst, Maximilian C.; Pohst, Michael E. |
|
2021
|
On multidimensional Diophantine approximation of algebraic numbers. Zbl 1419.11097
Pethő, Attila; Pohst, Michael E.; Bertók, Csanád |
|
2017
|
On computing integral points of a Mordell curve over rational function fields in characteristic \(>3\). Zbl 1309.11088
Fieker, Claus; Gaál, István; Pohst, Michael |
|
2013
|
On the powers of integers and conductors of quadratic fields. Zbl 1274.11161
Bircan, Nihal; Pohst, Michael E. |
|
2013
|
On the indices of multiquadratic number fields. Zbl 1255.11052
Pethő, Attila; Pohst, Michael E. |
|
2012
|
On computing non-Galois cubic global function fields of prescribed discriminant in characteristic \(>3\). Zbl 1249.11112
Pohst, Michael E. |
|
2011
|
Diophantine equations over global function fields. IV: S-unit equations in several variables with an application to norm form equations. Zbl 1243.11120
Gaál, István; Pohst, Michael |
|
2010
|
Jacobians of genus-2 curves with a rational point of order 11. Zbl 1244.11064
Bernard, Nicolas; Leprévost, Franck; Pohst, Michael |
|
2009
|
Computation of 2-groups of narrow logarithmic divisor classes of number fields. Zbl 1176.11068
Jaulent, Jean-François; Pauli, Sebastian; Pohst, Michael E.; Soriano-Gafiuk, Florence |
|
2009
|
On the computation of Hermite-Humbert constants: the algorithm of Cohn revisited. Zbl 1215.11125
Pohst, M. E.; Wagner, Marcus |
|
2009
|
Solving resultant form equations over number fields. Zbl 1214.11042
Gaál, István; Pohst, Michael |
|
2008
|
Diophantine equations over global function fields. III: An application to resultant form equations. Zbl 1233.11036
Gaál, István; Pohst, Michael |
|
2008
|
A lower regulator bound for number fields. Zbl 1215.11124
Fieker, Claus; Pohst, Michael E. |
|
2008
|
Computation of 2-groups of positive classes of exceptional number fields. Zbl 1201.11106
Jaulent, Jean-François; Pauli, Sebastian; Pohst, Michael E.; Soriano-Gafiuk, Florence |
|
2008
|
Units in some parametric families of quartic fields. Zbl 1116.11090
Leprévost, Franck; Pohst, Michael; Schöpp, Andreas |
|
2007
|
Diophantine equations over global function fields. I: The Thue equation. Zbl 1157.11011
Gaál, István; Pohst, Michael |
|
2006
|
Diophantine equations over global function fields. II: \(R\)-integral solutions of Thue equations. Zbl 1142.11019
Gaál, István; Pohst, Michael |
|
2006
|
Dependency of units in number fields. Zbl 1097.11061
Fieker, Claus; Pohst, Michael E. |
|
2006
|
Algorithmic number theory. 7th international symposium, ANTS-VII, Berlin, Germany, July 23–28, 2006. Proceedings. Zbl 1103.11002
|
|
2006
|
A new algorithm for the computation of logarithmic \(\ell\)-class groups of number fields. Zbl 1148.11060
Diaz y Diaz, Francisco; Jaulent, Jean-François; Pauli, Sebastian; Pohst, Michael; Soriano-Gafiuk, Florence |
|
2005
|
Factoring polynomials over global fields. II. Zbl 1156.11347
Méndez Omaña, José; Pohst, Michael E. |
|
2005
|
On the computation of Hermite-Humbert constants for real quadratic number fields. Zbl 1098.11063
Pohst, Michael E.; Wagner, Marcus |
|
2005
|
Factoring polynomials over global fields. I. Zbl 1156.11349
Pohst, Michael E. |
|
2005
|
On real quadratic number fields suitable for cryptography. Zbl 1207.11107
Schielzeth, Daniel; Pohst, Michael E. |
|
2005
|
Computing the multiplicative group of residue class rings. Zbl 1013.11073
Heß, Florian; Pauli, Sebastian; Pohst, Michael E. |
|
2003
|
Families of polynomials associated with unicursal modular curves \(X_ 1(l)\) and nontrivial rational points of quotient elliptic curves.
(Familles de polynômes liées aux courbes modulaires \(X_1(l)\) unicursales et points rationnels non-triviaux de courbes elliptiques quotient.) Zbl 1126.11321
Leprévost, Franck; Pohst, Michael; Schöpp, Andreas |
|
2003
|
Power integral bases in orders of composite fields. Zbl 1020.11064
Gaál, István; Olajos, Péter; Pohst, Michael |
|
2002
|
On the resolution of relative Thue equations. Zbl 0985.11070
Gaál, István; Pohst, Michael |
|
2002
|
Computing power integral bases in quartic relative extensions. Zbl 0993.11055
Gaál, István; Pohst, Michael |
|
2000
|
On lattice bases with special properties. Zbl 0972.11060
Halbritter, Ulrich; Pohst, Michael E. |
|
2000
|
On Legendre’s equation over number fields. Zbl 0980.11020
Pohst, Michael E. |
|
2000
|
Algebraic algorithms.
(Algebraische Algorithmen. Herausgg. von Michael Pohst.) Zbl 0958.11080
Pethö, Attila |
|
1999
|
From class groups to class fields. Zbl 1015.11068
Pohst, Michael E. |
|
1999
|
On the computation of Hilbert class fields. Zbl 0910.11058
Daberkow, M.; Pohst, M. |
|
1998
|
Tables of unit groups and class groups of quintic fields and a regulator bound. Zbl 0957.11058
Pohst, M.; Wildanger, K. |
|
1998
|
The \(S_5\) extensions of degree 6 with minimum discriminant. Zbl 0921.11052
Ford, David; Pohst, Michael; Daberkow, Mario; Haddad, Nasser |
|
1998
|
KANT V4. Zbl 0886.11070
Daberkow, M.; Fieker, C.; Klüners, J.; Pohst, M.; Roegner, K.; Schörnig, M.; Wildanger, K. |
|
1997
|
Power integral bases in a parametric family of totally real cyclic quintics. Zbl 0899.11064
Gaál, István; Pohst, Michael |
|
1997
|
On solving relative norm equations in algebraic number fields. Zbl 0854.11076
Fieker, C.; Jurk, A.; Pohst, M. |
|
1997
|
On computing subfields. Zbl 0886.11072
Klüners, Jürgen; Pohst, Michael |
|
1997
|
Simultaneous representation of integers by a pair of ternary quadratic forms – with an application to index form equations in quartic number fields. Zbl 0853.11023
Gaál, István; Pethö, Attila; Pohst, Michael |
|
1996
|
On the resolution of index form equations in sextic fields with an imaginary quadratic subfield. Zbl 0873.11025
Gaál, István; Pohst, Michael |
|
1996
|
On lattices over number fields. Zbl 0930.11090
Fieker, C.; Pohst, M. E. |
|
1996
|
Computational aspects of Kummer theory. Zbl 0894.11051
Pohst, M. E. |
|
1996
|
On integral basis reduction in global function fields. Zbl 0898.11048
Pohst, M. E.; Schörnig, M. |
|
1996
|
Computing invariants of algebraic number fields. Zbl 0892.11040
Pohst, Michael E. |
|
1996
|
On integral bases in relative quadratic extensions. Zbl 0862.11057
Daberkow, M.; Pohst, M. |
|
1996
|
On the resolution of index form equations in biquadratic number fields. III: The bicyclic biquadratic case. Zbl 0853.11026
Gaál, István; Pethö, Attila; Pohst, Michael |
|
1995
|
Computations with relative extensions of number fields with an application to the construction of Hilbert class fields. Zbl 0930.11089
Daberkow, M.; Pohst, M. |
|
1995
|
A table of quintic number fields. Zbl 0822.11087
Schwarz, A.; Pohst, M.; Diaz y Diaz, Francisco |
|
1994
|
On computing fundamental units. Zbl 0810.11065
Pohst, M. |
|
1994
|
On the resolution of index form equations in dihedral quartic number fields. Zbl 0823.11074
Gaál, István; Pethö, Attila; Pohst, Michael |
|
1994
|
A practical version of the generalized Lagrange algorithm. Zbl 0857.11067
Buchmann, Johannes; Jüntgen, Max; Pohst, Michael |
|
1994
|
In memoriam: Hans Zassenhaus (1912-1991). Zbl 0906.01029
Pohst, Michael |
|
1994
|
Computational algebraic number theory. Zbl 0817.11063
Pohst, Michael E. |
|
1993
|
On the resolution of index form equations in quartic number fields. Zbl 0808.11023
Gaál, István; Pethö, Attila; Pohst, Michael |
|
1993
|
Enumeration of quartic fields of small discriminant. Zbl 0788.11060
Buchmann, Johannes; Ford, David; Pohst, Michael |
|
1993
|
Constructing integral lattices with prescribed minimum. II. Zbl 0785.11037
Plesken, W.; Pohst, M. |
|
1993
|
The totally real \(A_ 6\) extension of degree 6 with minimum discriminant. Zbl 0799.11052
Ford, David; Pohst, Michael |
|
1993
|
The totally real \(A_ 5\) extension of degree 6 with minimum discriminant. Zbl 0773.11067
Ford, David; Pohst, Michael |
|
1992
|
On the resolution of index form equations in biquadratic number fields. I. Zbl 0726.11022
Gaál, I.; Pethö, A.; Pohst, M. |
|
1991
|
On the indices of biquadratic number fields having Galois group \(V_ 4\). Zbl 0724.11049
Gaál, I.; Pethö, A.; Pohst, M. |
|
1991
|
On the resolution of index form equations in biquadratic number fields. II. Zbl 0726.11023
Gaál, I.; Pethö, A.; Pohst, M. |
|
1991
|
Computations with finitely generated modules over Dedekind rings. Zbl 0930.11088
Bosma, Wieb; Pohst, Michael |
|
1991
|
On the resolution of index form equations. Zbl 0925.11053
Gaál, I.; Pethö, A.; Pohst, M. |
|
1991
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Computational number theory. Proceedings of the colloquium on computational number theory held at the Kossuth Lajos University, Debrecen (Hungary), September 4-9, 1989. Zbl 0722.00004
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1991
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A note on index divisors. Zbl 0734.11056
Pohst, M. |
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1991
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The minimum discriminant of totally real octic fields. Zbl 0719.11079
Pohst, M.; Martinet, J.; Diaz y Diaz, Francisco |
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1990
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On the computation of the values of zeta functions of totally real cubic fields. Zbl 0727.11050
Halbritter, U.; Pohst, M. |
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1990
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Algorithmic algebraic number theory. Zbl 0685.12001
Pohst, M.; Zassenhaus, Hans |
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1989
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Computing a lattice basis from a system of generating vectors. Zbl 1209.11108
Buchmann, Johannes; Pohst, Michael |
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1989
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Three principal tasks of computational algebraic number theory. Zbl 0694.12002
Pohst, M. E. |
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1989
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On the computation of unit groups and class groups of totally real quartic fields. Zbl 0714.11002
Buchmann, J.; Pohst, M.; Schmettow, J.v. |
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1989
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A modification of the LLL reduction algorithm. Zbl 0629.10001
Pohst, M. |
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1987
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On computing isomorphisms of equation orders. Zbl 0632.12001
Pohst, M. |
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1987
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Algorithmic methods in algebra and number theory. Reprinted from the Journal of Symbolic Computation 4, No.1, 1987. Zbl 0671.12001
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1987
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Improved methods for calculating vectors of short length in a lattice, including a complexity analysis. Zbl 0556.10022
Fincke, U.; Pohst, M. |
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1985
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Constructing integral lattices with prescribed minimum. I. Zbl 0581.10014
Plesken, Wilhelm; Pohst, M. |
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1985
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Über die Berechnung von Klassenzahlen und Klassengruppen algebraischer Zahlkörper. Zbl 0559.12003
Pohst, Michael; Zassenhaus, Hans |
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1985
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A new method of computing fundamental units in algebraic number fields. Zbl 0597.12008
Fincke, U.; Pohst, M. |
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1985
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On reduction algorithms in non-linear integer mathematical programming. Zbl 0532.90071
Fincke, Ulrich; Pohst, Michael |
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1984
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A procedure for determining algebraic integers of given norm. Zbl 0541.12001
Fincke, U.; Pohst, M. |
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1983
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Computation of integral solutions of a special type of systems of quadratic equations. Zbl 0539.65025
Pohst, Michael |
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1983
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On the computation of number fields of small discriminants including the minimum discriminants of sixth degree fields. Zbl 0478.12005
Pohst, Michael |
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1982
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On effective computation of fundamental units. II. Zbl 0493.12005
Pohst, Michael; Weiler, Peter; Zassenhaus, Hans |
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1982
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On effective computation of fundamental units. I. Zbl 0493.12004
Pohst, Michael; Zassenhaus, Hans |
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1982
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On the computation of lattice vectors of minimal length, successive minima and reduced bases with applications. Zbl 0467.10022
Pohst, Michael |
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1981
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On solving systems of algebraic equations via ideal bases and elimination theory. Zbl 0489.68034
Pohst, Michael E.; Yun, David Y. Y. |
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1981
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On maximal finite irreducible subgroups of GL(n,Z). V: The eight dimensional case and a complete description of dimensions less than ten. Zbl 0431.20041
Plesken, Wilhelm; Pohst, Michael |
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1980
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On maximal finite irreducible subgroups of GL(n,Z). III: The nine dimensional case. Zbl 0431.20039
Plesken, Wilhelm; Pohst, Michael |
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1980
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On maximal finite irreducible subgroups of GL(n,Z).IV: Remarks on even dimensions with applications to n=8. Zbl 0431.20040
Plesken, Wilhelm; Pohst, Michael |
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1980
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On unit computation in real quadratic fields. Zbl 0425.12004
Pohst, M.; Zassenhaus, Hans |
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1979
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Eine Regulatorabschätzung. Zbl 0381.12006
Pohst, Michael |
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1978
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Regulatorabschätzungen für total reelle algebraische Zahlkörper. Zbl 0366.12011
Pohst, Michael |
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1977
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The minimum discriminant of seventh degree totally real algebraic number fields. Zbl 0373.12006
Pohst, M. |
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1977
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On maximal finite irreducible subgroups of GL(n, Z). I: The five and seven dimensional cases. Zbl 0359.20006
Plesken, Wilhelm; Pohst, Michael |
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1977
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On maximal finite irreducible subgroups of GL(n, Z). II: The six dimensional case. Zbl 0359.20007
Plesken, Wilhelm; Pohst, Michael |
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1977
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An effective number geometric method of computing the fundamental units of an algebraic number field. Zbl 0374.12001
Pohst, Michael; Zassenhaus, Hans |
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1977
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On maximal finite irreducible subgroups of GL(n,Z). I: The five and seven dimensional case. II: The six dimensional case. Zbl 0338.20007
Plesken, Wilhelm; Pohst, Michael |
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1976
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Invarianten des total reellen Körpers siebten Grades mit Minimaldiskriminante. Zbl 0292.12019
Pohst, Michael |
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1976
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...and 4 more Documents |