Online-Ansicht des Findbuchs Nachlass Hans Zassenhaus
4776 Einträge
- 2801
Math. 306 [Use of the summation symbol]
Signatur: Cod. Ms. H. Zassenhaus 6 : 72
Math. 306 [Use of the summation symbol]
Notre Dame, 1960-1961 [1960/61]. – Ts.; 6 Bl.. - Werk
- 2802
On groups of rigid movements
Signatur: Cod. Ms. H. Zassenhaus 6 : 67
On groups of rigid movements
Notre Dame, 1961. – 2 Ex.; Ts. m. hs. Erg. u. Korr.; 15 , 14 Bl.. - Werk
- 2803
The fundamental theorem of algebra
Signatur: Cod. Ms. H. Zassenhaus 6 : 68
The fundamental theorem of algebra
Notre Dame, 1961. – Ts.; 12 Bl.. - Werk
- 2804
Linear algebra and projective geometrie [Chapter II: Linear spaces and systems of linear equations]
Signatur: Cod. Ms. H. Zassenhaus 6 : 74
Linear algebra and projective geometrie [Chapter II: Linear spaces and systems of linear equations]
Notre Dame, 1961. – Ts.; 28 Bl.. - Werk
- 2805
Linear algebra and projective geometry [Chapter I: Coordinatization in affine spaces]
Signatur: Cod. Ms. H. Zassenhaus 6 : 70
Linear algebra and projective geometry [Chapter I: Coordinatization in affine spaces]
Notre Dame, 1959-1960 [1959/60]. – Ts.; 49 Bl.. - Werk
- 2806
Linear algebra and projective geometrie [Chapter IV: Concepts of order in algebra and geometry]
Signatur: Cod. Ms. H. Zassenhaus 6 : 75
Linear algebra and projective geometrie [Chapter IV: Concepts of order in algebra and geometry]
Notre Dame, 1961. – Ts. m. hs. Erg. u. Korr.; 3 Bl.. - Werk
- 2807
Review on concepts of order I
Signatur: Cod. Ms. H. Zassenhaus 6 : 84
Review on concepts of order I
Notre Dame, 1962. – Ts.; 4 Bl.. - Werk
- 2808
Review on concepts of order II
Signatur: Cod. Ms. H. Zassenhaus 6 : 85
Review on concepts of order II
Notre Dame, 1962. – Ts.; 4 Bl.. - Werk
- 2809
Review on concepts of order III
Signatur: Cod. Ms. H. Zassenhaus 6 : 86
Review on concepts of order III
Notre Dame, 1962. – Ts.; 19 Bl.. - Werk
- 2810
On groups of rigid movements
Signatur: Cod. Ms. H. Zassenhaus 6 : 87
On groups of rigid movements
Notre Dame, 1962. – Ts.; 13 Bl.. - Werk
- 2811
Math. 235 [On the minimal splitting field of an equation]
Signatur: Cod. Ms. H. Zassenhaus 6 : 79
Math. 235 [On the minimal splitting field of an equation]
Notre Dame, 1961-1962 [1961/62]. – 2 Ex.; Ts.; 2 x 8 Bl.. - Werk
- 2812
On the spinor norm
Signatur: Cod. Ms. H. Zassenhaus 6 : 88
On the spinor norm
Notre Dame, 1962. – 5 Ex.; Ms./Ts. m. hs. Erg. u. Korr.; 52, 4 x 27 Bl.. - Werk
- 2813
The concept of depth in teacher training
Signatur: Cod. Ms. H. Zassenhaus 6 : 89
The concept of depth in teacher training
Notre Dame, 1962. – 4 Ex.; Ts. m. hs. Erg. u. Korr.; 4 x 7 Bl.. - Werk
- 2814
Math. 236 [List of papers supplementary to the course]
Signatur: Cod. Ms. H. Zassenhaus 6 : 92
Math. 236 [List of papers supplementary to the course]
Notre Dame, 1962. – Ts.; 1 Bl.. - Werk
- 2815
Ideas about the study of finitely generated modules
Signatur: Cod. Ms. H. Zassenhaus 6 : 93
Ideas about the study of finitely generated modules
Notre Dame, 1962. – Ts.; 4 Bl.. - Werk
- 2816
On a problem by T. Stewart
Signatur: Cod. Ms. H. Zassenhaus 6 : 95
On a problem by T. Stewart
Problem: To find a finitely generated group that is equal to its own commutator group and contains a center element of infinite order
Notre Dame, 1962. – 3 Ex.; Ms./Ts. m. hs. Erg. u. Korr.; 22, 2 x 14 Bl.. - Werk
- 2817
[Manuskript ohne Titel]
Signatur: Cod. Ms. H. Zassenhaus 6 : 96
[Manuskript ohne Titel]
Notre Dame, 1962. – Fragm.; Ms.; S. 10-22. - Werk
- 2818
There is only one generalized affine plane with 5 points on a line
Signatur: Cod. Ms. H. Zassenhaus 6 : 98
There is only one generalized affine plane with 5 points on a line
Notre Dame, 1962. – 2 Ex.; Ts.; 2 x 3 Bl.. - Werk
- 2819
On purely inseparable extensions
Signatur: Cod. Ms. H. Zassenhaus 6 : 99
On purely inseparable extensions
Notre Dame, 1962. – Ts.; Bl. 1-10, 11-13. - Werk
- 2820
Math. 236 [Theorem of Lasker-Macaulay]
Signatur: Cod. Ms. H. Zassenhaus 6 : 100
Math. 236 [Theorem of Lasker-Macaulay]
Notre Dame, 1962. – 2 Ex.; Ts.; 2 x 5 Bl.. - Werk
- 2821
Mathematical lectures Nr. 2 [Galois theory]
Signatur: Cod. Ms. H. Zassenhaus 6 : 101
Mathematical lectures Nr. 2 [Galois theory]
Notre Dame, 1962. – Ms.; 4 Bl.. - Werk
- 2822
Reduction of a Minkowski conjecture to a problem of finite group theory
Signatur: Cod. Ms. H. Zassenhaus 6 : 102
Reduction of a Minkowski conjecture to a problem of finite group theory
Notre Dame, 1963. – Ms./Ts.; 14 Bl., 2 x 8 Bl.. - Werk
- 2823
On p-groups and nilpotent Lie-algebras
Signatur: Cod. Ms. H. Zassenhaus 6 : 103
On p-groups and nilpotent Lie-algebras
Kalamazoo, 1963. – 2 Ex.; Ts.; 2 x 8 Bl.. - Werk
- 2824
An existence proof of the theorem on symmetric functions
Signatur: Cod. Ms. H. Zassenhaus 6 : 105
An existence proof of the theorem on symmetric functions
Notre Dame, 1963. – Ts.; 20 Bl.. - Werk
- 2825
To Louis Pierce [Problem]
Signatur: Cod. Ms. H. Zassenhaus 6 : 107
To Louis Pierce [Problem]
Notre Dame, 1963. – Ts./Ms.; 2, 3 Bl.. - Werk
- 2826
On fields with an archimedean valuation
Signatur: Cod. Ms. H. Zassenhaus 6 : 104
On fields with an archimedean valuation
Notre Dame, 1963. – 2 Ex.; Ts.; 2 x 3 Bl.. - Werk
- 2827
How to show that a function with bounded differential quotient is positive in a given intervall
Signatur: Cod. Ms. H. Zassenhaus 6 : 106
How to show that a function with bounded differential quotient is positive in a given intervall
Notre Dame, 1963. – 2 Ex.; Ts.; 2 x 2 Bl.. - Werk
- 2828
Error propagation in numerical calculations
Signatur: Cod. Ms. H. Zassenhaus 6 : 108
Error propagation in numerical calculations
Notre Dame, 1963. – Ts./Ms. m. hs. Erg. u. Korr.; 2, 3 Bl.. - Werk
- 2829
On the covering theorem of P. Bambah and C. A. Rogers
Signatur: Cod. Ms. H. Zassenhaus 6 : 111
On the covering theorem of P. Bambah and C. A. Rogers
Notre Dame, 1963. – 2 Ex.; Ts.; 2 x 12 Bl.. - Werk
- 2830
On Krull domains and Dedekind rings
Signatur: Cod. Ms. H. Zassenhaus 6 : 109
On Krull domains and Dedekind rings
Notre Dame, 1963. – 2 Ex.; Ts.; 2 x 11 Bl.. - Werk
- 2831
Continuing developments in the geometry of numbers and applications to algbebraic number theory [abstracts of the lecture]
Signatur: Cod. Ms. H. Zassenhaus 6 : 113
Continuing developments in the geometry of numbers and applications to algbebraic number theory [abstracts of the lecture]
Notre Dame, 1963. – Ms. m. hs. Erg. u. Korr.; 8 Bl.. - Werk
- 2832
Minkowski's theorem on the successive minima [Part II]
Signatur: Cod. Ms. H. Zassenhaus 6 : 114
Minkowski's theorem on the successive minima [Part II]
Notre Dame, 1963. – Ms./Ts; 2, 2 Bl.. - Werk
- 2833
A problem of the geometry of numbers in hypercomplex algebra
Signatur: Cod. Ms. H. Zassenhaus 6 : 115
A problem of the geometry of numbers in hypercomplex algebra
Notre Dame, 1963. – Ms. m. hs. Erg. u. Korr.; 14 Bl.. - Werk
- 2834
Artin, his life and his work
Signatur: Cod. Ms. H. Zassenhaus 6 : 117
Artin, his life and his work
Notre Dame, 1963. – 5 Ex.; Ms./Ts. m. hs. Erg. u. Korr; 9, 4 x 17 Bl.. - Werk
- 2835
On the product of two anti-symmetric matrices
Signatur: Cod. Ms. H. Zassenhaus 6 : 120
On the product of two anti-symmetric matrices
Notre Dame, 1963. – Ts./Ms. m. hs. Erg. u. Korr.; 12, 11 Bl.. - Werk
- 2836
On certain irreducible matrix varieties
Signatur: Cod. Ms. H. Zassenhaus 6 : 119
On certain irreducible matrix varieties
Notre Dame, 1963. – Ms./Ts. m. hs. Erg. u. Korr.; 20, 12 Bl.. - Werk
- 2837
Emil Artin [[Liste seiner Veröffentlichungen]]
Signatur: Cod. Ms. H. Zassenhaus 6 : 118
Emil Artin [[Liste seiner Veröffentlichungen]]
Notre Dame, 1963. – 2 Ex.; Ts.; 2 x 5 Bl.. - Werk
- 2838
Continuing developments in the geometry of numbers and applications to algebraic number theory [Number theory conference 1963]
Signatur: Cod. Ms. H. Zassenhaus 6 : 123
Continuing developments in the geometry of numbers and applications to algebraic number theory [Number theory conference 1963]
Hourly, 1963. – Ts. m. hs. Erg. u. Korr.; 4 Bl.. - Werk
- 2839
Discussion with Abian
Signatur: Cod. Ms. H. Zassenhaus 6 : 125
Discussion with Abian
Proof of theorem of McLagan - Wedderburn ...
Columbus, 1964. – Ms.; 2 Bl.. - Werk
- 2840
On multiplicative quadratic forms
Signatur: Cod. Ms. H. Zassenhaus 6 : 126
On multiplicative quadratic forms
Columbus, 1964. – 6 Ex.; Ms./Ts. m. hs. Erg. u. Korr.; 10, 13, 2 x 7, 2 x 9 Bl.. - Werk
- 2841
Units in orders
Signatur: Cod. Ms. H. Zassenhaus 6 : 127
Units in orders
Columbus, 1964. – 3 Ex.; Ts.; 7, 43, 44 Bl.. - Werk
- 2842
Proposal for a research project in algebra and the geometry of numbers
Signatur: Cod. Ms. H. Zassenhaus 6 : 131
Proposal for a research project in algebra and the geometry of numbers
Columbus, 1964. – Ts.; 8 Bl.. - Werk
- 2843
On primitive roots
Signatur: Cod. Ms. H. Zassenhaus 6 : 128
On primitive roots
Columbus, 1964. – 6 Ex.; Ms./Ts. m. hs. Erg. u. Korr.; 7, 19, 27, 29, 51, 52 Bl.. - Werk
- 2844
On the Hensel lemma for Lie-algebras
Signatur: Cod. Ms. H. Zassenhaus 6 : 133
On the Hensel lemma for Lie-algebras
Columbus, 1964. – Ts. m. hs. Erg. u. Korr.; 1, 28 Bl.. - Werk
- 2845
On the square root of a positive rational square number
Signatur: Cod. Ms. H. Zassenhaus 6 : 134
On the square root of a positive rational square number
Columbus, 1964. – 2 Ex.; Ts. m. hs. Erg. u. Korr.; 2 x 3 Bl.. - Werk
- 2846
On the fundamental theorem of algebra
Signatur: Cod. Ms. H. Zassenhaus 6 : 135
On the fundamental theorem of algebra
Columbus, 1964. – 5 Ex.; Ms./Ts. m. hs. Erg. u. Korr.; 16, 17, 35, 2 x 22 Bl.. - Werk
- 2847
How to determine an irreducible polynomial of given degree over a finite field
Signatur: Cod. Ms. H. Zassenhaus 6 : 140
How to determine an irreducible polynomial of given degree over a finite field
Columbus, 1965. – Ts./Ms. m. hs. Erg. u. Korr.; 2, 4 Bl.. - Werk
- 2848
[Rezension]
Signatur: Cod. Ms. H. Zassenhaus 6 : 137
[Rezension]
Columbus, 1964. – Ms./Ts.; 2 x 2 Bl.. - Werk
- 2849
How to find a minimal basis of a commutative hyper complex system over the rational number field
Signatur: Cod. Ms. H. Zassenhaus 6 : 138
How to find a minimal basis of a commutative hyper complex system over the rational number field
Columbus, 1965. – Ts./Ms. m. hs. Erg. u. Korr.; 10, 14 Bl.. - Werk
- 2850
How to determine an irreducible factor of a given polynomial with coefficients in a finite field
Signatur: Cod. Ms. H. Zassenhaus 6 : 141
How to determine an irreducible factor of a given polynomial with coefficients in a finite field
Columbus, 1965. – Ts./Ms. m. hs. Erg. u. Korr.; 4, 10 Bl.. - Werk