Online-Ansicht des Findbuchs Nachlass Hans Zassenhaus
4776 Einträge
- 2851
How to find a factorization of a polynomial with rational coefficients into irreducible factors over the rational field
Signatur: Cod. Ms. H. Zassenhaus 6 : 142
How to find a factorization of a polynomial with rational coefficients into irreducible factors over the rational field
Columbus, 1965. – Ts./Ms. m. hs. Erg. u. Korr.; 5, 8 Bl.. - Werk
- 2852
On the theorem on the primitive element
Signatur: Cod. Ms. H. Zassenhaus 6 : 144
On the theorem on the primitive element
Columbus, 1965. – 4 Ex.; Ts. m. hs. Erg. u. Korr.; 9, 3 x 4 Bl.. - Werk
- 2853
Another method of finding a minimal basis of a commutative semi-simple hypercomplex system over the rational number field
Signatur: Cod. Ms. H. Zassenhaus 6 : 145
Another method of finding a minimal basis of a commutative semi-simple hypercomplex system over the rational number field
Columbus, 1965. – Ts./Ms. m. hs. Erg. u. Korr.; 5, 13 Bl.. - Werk
- 2854
Math. 798 [The Cartan Criterion]
Signatur: Cod. Ms. H. Zassenhaus 6 : 146
Math. 798 [The Cartan Criterion]
Columbus, 1965. – 3 Ex.; Ms./Ts. m. hs. Erg. u. Korr.; 5, 2 x 3 Bl.. - Werk
- 2855
Math. 798 [On an existence theorem for semi-simple Lie algebras]
Signatur: Cod. Ms. H. Zassenhaus 6 : 147
Math. 798 [On an existence theorem for semi-simple Lie algebras]
Columbus, 1965. – Ts. m. hs. Erg. u. Korr.; 19 Bl.. - Werk
- 2856
Group Theory Conference [[Vortragsnachschriften]]
Signatur: Cod. Ms. H. Zassenhaus 6 : 149
Group Theory Conference [[Vortragsnachschriften]]
Oberwolfach, 1965. – Ms.; 209 Bl.. - Werk
- 2857
Lecture at Kenyon [[Discrete groups in one and two variables]]
Signatur: Cod. Ms. H. Zassenhaus 6 : 150
Lecture at Kenyon [[Discrete groups in one and two variables]]
Columbus, 1965. – Ms.; 11 Bl.. - Werk
- 2858
Ein Algorithmus zur Berechnung einer Minimalbasis über gegebener Ordnung
Signatur: Cod. Ms. H. Zassenhaus 6 : 151
Ein Algorithmus zur Berechnung einer Minimalbasis über gegebener Ordnung
Columbus, 1965. – 4 Ex.; Ts. m. hs. Erg. u. Korr.; 9, 13, 14, 17 Bl.. - Werk
- 2859
Experimentelle Mathematik in Forschung und Unterricht
Signatur: Cod. Ms. H. Zassenhaus 6 : 164
Experimentelle Mathematik in Forschung und Unterricht
Columbus, 1965. – Ts. m. hs. Erg. u. Korr.; 25, 27 Bl.. - Werk
- 2860
On the p-rank of the class group of an algebraic number field
Signatur: Cod. Ms. H. Zassenhaus 6 : 160
On the p-rank of the class group of an algebraic number field
Columbus, 1965. – Ts.; 7 Bl.. - Werk
- 2861
Orders as endomorphism rings of modules of the same rank
Signatur: Cod. Ms. H. Zassenhaus 6 : 163
Orders as endomorphism rings of modules of the same rank
Columbus, 1965. – Ts.; 5 Bl.. - Werk
- 2862
Orders as endomorphism rings of modules of the same rank
Signatur: Cod. Ms. H. Zassenhaus 6 : 152
Orders as endomorphism rings of modules of the same rank
Columbus, 1965. – 2 Ex.; Ts.; 5, 6 Bl.. - Werk
- 2863
On fields with a product formula for valutions [Valution theory seminar]
Signatur: Cod. Ms. H. Zassenhaus 6 : 154
On fields with a product formula for valutions [Valution theory seminar]
Columbus, 1965. – Ts.; 13 Bl.. - Werk
- 2864
Über die Fundamentalkonstruktionen der endlichen Körpertheorie
Signatur: Cod. Ms. H. Zassenhaus 6 : 159
Über die Fundamentalkonstruktionen der endlichen Körpertheorie
Columbus, 1965. – Ts./Ms.; 7, 15 Bl.. - Werk
- 2865
Math. 798 [Continued fraction development : Survey of theorems]
Signatur: Cod. Ms. H. Zassenhaus 6 : 162
Math. 798 [Continued fraction development : Survey of theorems]
Columbus, 1965. – Ts./Ms.; 4, 5 Bl.. - Werk
- 2866
What makes a loop a group ?
Signatur: Cod. Ms. H. Zassenhaus 6 : 161
What makes a loop a group ?
Columbus, 1965. – 2 Ex.; Ts.; 5, 6 Bl.. - Werk
- 2867
The Zassenhaus algorithm for the maximal order over a commutative order, slightly modified
Signatur: Cod. Ms. H. Zassenhaus 6 : 169
The Zassenhaus algorithm for the maximal order over a commutative order, slightly modified
Columbus, 1966. – Ts.; 6 Bl.. - Werk
- 2868
On a fast method of embedding a commutative order into the maximal order
Signatur: Cod. Ms. H. Zassenhaus 6 : 170
On a fast method of embedding a commutative order into the maximal order
Columbus, 1966. – Ms./Ts. m. hs. Erg. u. Korr.; 9, 2 x 5 Bl.. - Werk
- 2869
An algorithm for the maximal order over an order
Signatur: Cod. Ms. H. Zassenhaus 6 : 172
An algorithm for the maximal order over an order
Columbus, 1966. – Ts.; 6 Bl.. - Werk
- 2870
Cassel's theorem and Pfister's lemma
Signatur: Cod. Ms. H. Zassenhaus 6 : 174
Cassel's theorem and Pfister's lemma
Columbus, 1966. – Ms. m. hs. Erg. u. Korr.; 7 Bl.. - Werk
- 2871
Real root calculus [Program preparation]
Signatur: Cod. Ms. H. Zassenhaus 6 : 173
Real root calculus [Program preparation]
Columbus, 1966. – Ts./Ms.; 3, 22 Bl.. - Werk
- 2872
On the closedness of normal subgroups of semi-simple linear Lie groups over locally compact local fields of zero characteristic
Signatur: Cod. Ms. H. Zassenhaus 6 : 175
On the closedness of normal subgroups of semi-simple linear Lie groups over locally compact local fields of zero characteristic
Columbus, 1966. – Ts.; 14 Bl.. - Werk
- 2873
The Grassmann ring over a module
Signatur: Cod. Ms. H. Zassenhaus 6 : 178
The Grassmann ring over a module
Columbus, 1966. – Ms. m. hs. Erg. u. Korr.; 13 Bl.. - Werk
- 2874
Theorem 3 [If G is a semi-simple linear Lie-group then any normal subgroup of G'is closed]
Signatur: Cod. Ms. H. Zassenhaus 6 : 180
Theorem 3 [If G is a semi-simple linear Lie-group then any normal subgroup of G'is closed]
Columbus, 1966. – Ms. m. hs. Erg. u. Korr.; 4 Bl.. - Werk
- 2875
On the embedding of an order into a triangular order
Signatur: Cod. Ms. H. Zassenhaus 6 : 181
On the embedding of an order into a triangular order
Columbus, 1966. – Ts./Ms. m. hs. Erg. u. Korr.; 14, 26 Bl.. - Werk
- 2876
On operator isomorphisms and carry over
Signatur: Cod. Ms. H. Zassenhaus 6 : 182
On operator isomorphisms and carry over
Columbus, 1966. – 3 Ex.; Ts./Ms.; 1, 2 x 3 Bl.. - Werk
- 2877
On the classification of integral groups of degree 4
Signatur: Cod. Ms. H. Zassenhaus 6 : 183
On the classification of integral groups of degree 4
Columbus, 1966. – 21 Ex; Ts./Ms. m. hs. Erg. u. Korr.; 1, 6, 19, 24, 26, 41, 55, 2 x 3, 2 x 7, 2 x 23, 2 x 25, 4 x 29, 2 x 39. - Werk
- 2878
The Bravais classification of integral groups
Signatur: Cod. Ms. H. Zassenhaus 6 : 184
The Bravais classification of integral groups
Columbus, 1966. – 3 Ex.; Ms. m. hs. Erg. u. Korr.; 17, 2 x 8 Bl.. - Werk
- 2879
The theorem of Brumer-Rosen-Roquette
Signatur: Cod. Ms. H. Zassenhaus 6 : 185
The theorem of Brumer-Rosen-Roquette
Columbus, 1966. – 2 Ex.; Ts. m. hs. Erg. u. Korr.; 2 x 5 Bl.. - Werk
- 2880
On quasi multiplicative Kuerszak valuations
Signatur: Cod. Ms. H. Zassenhaus 6 : 186
On quasi multiplicative Kuerszak valuations
Columbus, 1966. – Ms. m. hs. Erg. u. Korr.; 7 Bl.. - Werk
- 2881
The Zassenhaus-algorithm for the maximal order over a commutative order, slightly modified
Signatur: Cod. Ms. H. Zassenhaus 6 : 188
The Zassenhaus-algorithm for the maximal order over a commutative order, slightly modified
Columbus, 1966. – 4 Ex.; Ts./Ms.; 1, 7, 2 x 6 Bl.. - Werk
- 2882
The modified algorithm for the maximal order over a commutative order
Signatur: Cod. Ms. H. Zassenhaus 6 : 189
The modified algorithm for the maximal order over a commutative order
Columbus, 1966. – Ts.; 7 Bl.. - Werk
- 2883
Questions in the theory of local orders
Signatur: Cod. Ms. H. Zassenhaus 6 : 195
Questions in the theory of local orders
Columbus, 1966. – Ms. m. hs. Erg. u. Korr.; 12 Bl.. - Werk
- 2884
Perpendicularity
Signatur: Cod. Ms. H. Zassenhaus 6 : 190
Perpendicularity
Columbus, 1966. – 3 Ex.; Ts./Ms. m. hs. Erg. u. Korr.; 24, 2 x 13 Bl.. - Werk
- 2885
The determinant as signed index function
Signatur: Cod. Ms. H. Zassenhaus 6 : 194
The determinant as signed index function
Columbus, 1966. – 4 Ex.; Ts.; 14, 25, 2 x 13 Bl.. - Werk
- 2886
[Typoskript ohne Titel]
Signatur: Cod. Ms. H. Zassenhaus 6 : 198
[Typoskript ohne Titel]
G 16,6 = ̶G 16,4 in the full unimodular group is contained already in Qn.
Columbus, 1966. – Fragm.; Ts./Ms.; 3 x Bl. 59 a, 3 x Bl. 59 b, 1 x Bl. 59 c. - Werk
- 2887
A numerical approximation method for the solution of a system of algebraic equations
Signatur: Cod. Ms. H. Zassenhaus 6 : 212
A numerical approximation method for the solution of a system of algebraic equations
Columbus, 1967. – Ts.; 21 Bl.. - Werk
- 2888
An algorithm for the maximal order over an order
Signatur: Cod. Ms. H. Zassenhaus 6 : 208
An algorithm for the maximal order over an order
Columbus, 1966. – Ms. m. hs. Erg. u. Korr.; 6 Bl.. - Werk
- 2889
Project on the solution of algebraic equations
Signatur: Cod. Ms. H. Zassenhaus 6 : 203
Project on the solution of algebraic equations
Columbus, 1966. – Ts. m. hs. Erg. u. Korr.; 11 Bl.. - Werk
- 2890
On an inequality in the geometry of numbers
Signatur: Cod. Ms. H. Zassenhaus 6 : 202
On an inequality in the geometry of numbers
Columbus, 1966. – Ts. m. hs. Erg. u. Korr.; 18 Bl.. - Werk
- 2891
Quadratic surfaces and conic section
Signatur: Cod. Ms. H. Zassenhaus 6 : 199
Quadratic surfaces and conic section
Columbus, 1966. – Ms. m. hs. Erg. u. Korr.; 39 Bl.. - Werk
- 2892
On a problem of Kurosch-Kappe
Signatur: Cod. Ms. H. Zassenhaus 6 : 204
On a problem of Kurosch-Kappe
Columbus, 1966. – Ts./Ms. m. hs. Erg. u. Korr.; 2, 4 Bl.. - Werk
- 2893
A problem of Sudarshan Sehgal
Signatur: Cod. Ms. H. Zassenhaus 6 : 206
A problem of Sudarshan Sehgal
Columbus, 1966. – Ts./Ms. m. hs. Erg. u. Korr.; 2, 3, 6 Bl.. - Werk
- 2894
The additive group of an infinite near-field is abelian
Signatur: Cod. Ms. H. Zassenhaus 6 : 209
The additive group of an infinite near-field is abelian
Columbus, 1966. – Ts.; 5 Bl.. - Werk
- 2895
When is a matrix similar to a symmetric or an anti-symmetric matrix?
Signatur: Cod. Ms. H. Zassenhaus 6 : 210
When is a matrix similar to a symmetric or an anti-symmetric matrix?
Columbus, 1966. – Ms. m. hs. Erg. u. Korr.; 40 Bl.. - Werk
- 2896
A special ring
Signatur: Cod. Ms. H. Zassenhaus 6 : 214
A special ring
Columbus, 1967. – Ts./Ms. m. hs. Erg. u. Korr.; 12, 2 x 5 Bl.. - Werk
- 2897
Generalization of the theorem of Dade-Taussky-Zassenhaus for simple systems over local rings
Signatur: Cod. Ms. H. Zassenhaus 6 : 218
Generalization of the theorem of Dade-Taussky-Zassenhaus for simple systems over local rings
Columbus, 1967. – Ts./Ms. m. hs. Erg. u. Korr.; 5, 9 Bl.. - Werk
- 2898
How to factorize polynomials over finite fields
Signatur: Cod. Ms. H. Zassenhaus 6 : 215
How to factorize polynomials over finite fields
Columbus, 1967. – Ts./Ms. m. hs. Erg. u. Korr.; 8, 12 Bl.. - Werk
- 2899
How to construct a GF(p)
Signatur: Cod. Ms. H. Zassenhaus 6 : 216
How to construct a GF(p)
Columbus, 1967. – 2 Ex.; Ts./Ms. m. hs. Erg. u. Korr.; 3, 8 Bl.. - Werk
- 2900
A condition for the compatibility of submodules of a module
Signatur: Cod. Ms. H. Zassenhaus 6 : 217
A condition for the compatibility of submodules of a module
Columbus, 1967. – 3 Ex.; Ts./Ms. m. hs. Erg. u. Korr.; 7, 8, 14 Bl.. - Werk