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         Zassenhaus Hans:     more books (21)
  1. Group Theory, Algebra, and Number Theory: Colloquium in Memory of Hans Zassenhaus, Held in Saarbrucken, Germany, June 4-5, 1993
  2. Number Theory and Algebra: Collected Papers Dedicated to Henry B. Mann, Arnold E. Ross, and Olga Taussky-Todd
  3. Crystallographic Groups of Four-dimensional Space (Monographs on Crystallography) by Harold Brown, Rolf Bulow, et all 1978-10-11
  4. Lie groups, lie algebras and representation theory (Seminaire de mathematiques superieures) by Hans Zassenhaus, 1981
  5. The Theory of Groups by Hans Zassenhaus, 1958
  6. The Theory of Groups by Hans Zassenhaus, 1949
  7. Theory of Groups 2ND Edition by Hans Zassenhaus, 1958
  8. Theory of Groups 1ST Edition by Hans Zassenhaus, 1949-01-01
  9. The group of an equation (Nachrichten der Akademie der Wissenschaften in Gottingen. II. Mathematisch-physikalische Klasse) by Hans Zassenhaus, 1967
  10. Journal of Number Theory , Vol. 2 1970 by Hans Zassenhaus, 1970
  11. Journal of Number Theory, Vol. 6, No. 4, Aug. 1974 by Hans Zassenhaus, 1974
  12. Artin, his life and his work by Hans Zassenhaus, 1963
  13. Lie-rings and Lie-algebras: Canadian mathematical congress, summer seminar, University of Alberta, August 12-30, 1957 by Hans Zassenhaus, 1957
  14. NUMBER THEORY AND ALGEBRA: Collected Papers Dedicated to Henry B. Mann, Arnold E. Ross, and Olga Taussky-Todd. by Hans. Zassenhaus, 1978

1. Hans Zassenhaus
Hans Julius Zassenhaus. 19121991. Hans Zassenhaus was born on May 28, 1912 in Koblenz-Moselweiß, Rhineland, Germany to Julius Paul and Margarete E. F. ( Ziegler) Zassenhaus. In 1916 his family moved
http://www.math.ohio-state.edu/history/biographies/zassenhaus
Hans Julius Zassenhaus
Emil Artin and Erich Hecke , his interests shifted to mathematics. Already as a student, Zassenhaus established himself as a serious mathematician. Among other things he found a new and beautiful proof (cf. ) of the Jordan theorem via the celebrated Zassenhaus (butterfly) lemma. In his 1934 dissertation (cf. ), written under Artin's supervision, he classified 3-fold transitive permutation groups whose elements are determined by their resrtictions to three points. From 1934 to 1936 Zassenhaus worked at the University of Rostock, where he completed the first draft of his book on group theory (cf. ), based on Artin's lectures, which became an instant classic. In 1936 he was appointed Artin's assistant at Hamburg, where he remained for the next four years, despite the ouster of Artin by the Nazis. There he completed his habilitation (cf. ) on Lie rings of prime characteristic. In 1940, resisting intense pressure to join the Nazi party as a condition for retaining his position, he resigned and joined the German navy, where he worked as a meteorologist throughout World War II. After the war he returned to Hamburg, where he was appointed chairman of the mathematics department. In 1949 he accepted a professorship at McGill University in Montreal, a position he retained for ten years. In 1959 he joined the faculty at the University of Notre Dame, where he also became the Director of the Computing Center. In 1963 he moved to The Ohio State University, at the behest of Arnold Ross, who had just become chairman after holding the same position at Notre Dame.

2. Zassenhaus
Hans Zassenhaus. Born 28 May 1912 in KoblenzMoselweiss, Germany Died 21 Nov 1991 in Columbus, Ohio, USA. Click the picture above to see two larger pictures
http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Zassenhaus.html
Hans Zassenhaus
Born: 28 May 1912 in Koblenz-Moselweiss, Germany
Died: 21 Nov 1991 in Columbus, Ohio, USA
Click the picture above
to see two larger pictures Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index
Hans Zassenhaus 's secondary education was at two schools in Hamburg, graduating from the Lichtwark Schule in 1930 and in the year entering the University of Hamburg. At first he studied mathematics and physics with the intention of specialising in atomic physics. However he had fine mathematics teachers in Artin and Hecke and, particularly Artin inspired him to undertake research in mathematics. Zassenhaus studied for his doctorate under Artin 's supervision. During this time he proved Zassenhaus's lemma, a beautiful result on subgroups which can be used to give a simple proof of the Jordan theorem. In his doctoral dissertation of 1934 he considered permutation groups whose elements are determined by the images of three points. These groups are called Zassenhaus groups today. In his dissertation Zassenhaus classified all 3-fold transitive Zassenhaus groups. These groups play an important role in the classification of finite simple groups coordinated by Gorenstein From 1934 to 1936 Zassenhaus worked at the University of Rostock and wrote his famous group theory text Lehrbuch der Gruppentheorie (1937) based on Artin 's lectures at Hamburg. He became

3. Poster Of Zassenhaus
Hans Zassenhaus. lived from 1912 to 1991. Zassenhaus did important work on Group Theory and Lie algebras. Find out more at http//www
http://www-gap.dcs.st-and.ac.uk/~history/Posters2/Zassenhaus.html
Hans Zassenhaus lived from 1912 to 1991 Zassenhaus did important work on Group Theory and Lie algebras. Find out more at
http://www-history.mcs.st-andrews.ac.uk/history/
Mathematicians/Zassenhaus.html

4. DBLP: Hans Zassenhaus
Hans Zassenhaus. List of publications from the DBLP Bibliography Server FAQ 1985. 3, Hans Zassenhaus Symbol Manipulation and Symmetry Breaking.
http://www.informatik.uni-trier.de/~ley/db/indices/a-tree/z/Zassenhaus:Hans.html
Hans Zassenhaus
List of publications from the DBLP Bibliography Server FAQ Coauthor Index - Ask others: ACM DL ACM Guide CiteSeer CSB ... Google Hans Zassenhaus: Symbol Manipulation and Symmetry Breaking. European Conference on Computer Algebra (2) 1985 Michael Pohst , Hans Zassenhaus: On unit computation in real quadratic number fields. EUROSAM 1979 Hans Zassenhaus: On the van der Waerden criterion for the group of an equation. EUROSAM 1979
Coauthor Index
Michael Pohst DBLP: [ Home Author Title Conferences ... Michael Ley (ley@uni-trier.de) Tue Jun 1 16:50:03 2004

5. Hans Zassenhaus The Theory Of Groups
Title The Theory of Groups zassenhaus hans Hans Zassenhaus Subject Group Theory Category Science Nature Mathematics Algebra Groups Group Theory Format
http://www.petmac.co.uk/Hans-Zassenhaus-The-Theory-of-Groups-987-044-389-7.html
Hans Zassenhaus The Theory of Groups
Author or Artist : Hans Zassenhaus
Title: The Theory of Groups
Zassenhaus Hans
Hans Zassenhaus
Subject: Group Theory
Category: Science Nature Mathematics Algebra Groups Group Theory
Format: Paperback
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6. Zassenhaus
Hans Zassenhaus. Born 28 May 1912 in KoblenzMoselweiss, Germany Died 21 Nov 1991 in Columbus, Ohio, USA. Show birthplace location.
http://intranet.woodvillehs.sa.edu.au/pages/resources/maths/History/Zssnhs.htm
Hans Zassenhaus
Born: 28 May 1912 in Koblenz-Moselweiss, Germany
Died: 21 Nov 1991 in Columbus, Ohio, USA
Show birthplace location Previous (Chronologically) Next Biographies Index
Previous
(Alphabetically) Next Welcome page Hans Zassenhaus 's secondary education was at two schools in Hamburg, graduating from the Lichtwark Schule in 1930 and in the year entering the University of Hamburg. At first he studied mathematics and physics with the intention of specialising in atomic physics. However he had fine mathematics teachers in Artin and Hecke and, particularly Artin inspired him to undertake research in mathematics. Zassenhaus studied for his doctorate under Artin 's supervision. During this time he proved Zassenhaus's lemma, a beautiful result on subgroups which can be used to give a simple proof of the Jordan theorem. In his doctoral dissertation of 1934 he considered permutation groups whose elements are determined by the images of three points. These groups are called Zassenhaus groups today. In his dissertation Zassenhaus classified all 3-fold transitive Zassenhaus groups. These groups play an important role in the classification of finite simple groups coordinated by Gorenstein From 1934 to 1936 Zassenhaus worked at the University of Rostock and wrote his famous group theory text Lehrbuch der Gruppentheorie (1937) based on Artin 's lectures at Hamburg. He became

7. BIOGRAPHIES OF PAST NUMBER THEORISTS And VARIOUS ITEMS OF HISTORICAL INTEREST
Wiadom. Math. 33 (1997), 199203); Joseph Wolstenholme (MacTutor); Hans zassenhaus hans Zassenhaus (MacTutor); Hans Zassenhaus (Ohio
http://www.mri.ernet.in/~ntweb/N14.html
Biographies of past number theorists and various items of historical interest

8. NMBRTHRY Archives -- December 1991
Hans zassenhaus hans Zassenhaus (22 lines) From Andrew Odlyzko amo@research.att.com . smallest primitive root; BatemanHorn conjecture
http://134.129.111.8/scripts/wa.exe?A1=ind9112&L=nmbrthry

9. Books.MusicaBona.Cz Mathematics Index Autorù
William H. Zachmanoglou EC Zaidman Zaidman S. Zaidman Samuel Zaitsev Valentin F. Zandy Bernard V. Zannini Tony zassenhaus hans J. Zastawniak Thomasz Zastawniak
http://books.musicabona.cz/catalog/Mathematics/Z.html?session=

10. OSU Math - Ph. D. Dissertations 1909-1979
1978 WILSON, RICHARD M., advisor FORD, DAVID JAMES ON THE COMPUTATION OF THE MAXIMAL ORDER IN A DEDEKIND DOMAIN 1978 zassenhaus, hans, advisor LOVETT, JANE
http://www.math.ohio-state.edu/history/phds/1909.html
Ph. D. Dissertations
WOLTERMANN, MICHAEL LEOPOLD
EQUIDISTRIBUTED SEMILINEAR GROUPS
SEHGAL, SURINDER, advisor

ROTH, ROBERT LYLE, JR
HALL TRIPLE SYSTEMS AND COMMUTATIVE MOUFANG EXPONENT 3 LOOPS
RAY-CHAUDHURI, DIJEN K., advisor

KAHN, JEFFRY NED
LOCALLY PROJECTIVE-PLANAR LATTICES WHICH SATISFY THE BUNDLE THEOREM
RAY-CHAUDHURI, DIJEN K., advisor

HUFFMAN, WILLIAM PINCKNEY, III
A MATHEMATICAL MODEL FOR THE RELATIVISTIC DYNAMICS OF A SYSTEM OF PARTICLES
DROBOT, STEFAN, advisor

GEARHART, THOMAS KENT
ON THE COLLECTION OF TOPOLOGIES ON A SET WHICH MAKE A MAP FROM THE SET ONTO A TOPOLOGICAL SPACE AN IDENTIFICATION
LEVINE, NORMAN, advisor

VALENTINI, ROBERT CHARLES
WEIERSTRASS POINTS AND AUTOMORPHISMS OF ALGEBRAIC FUNCTION FIELDS
MADAN, MANOHAR L., advisor

BREWSTER, STEPHEN THOMAS
AUTOMORPHISMS OF THE COHOMOLOGY RING OF FINITE GRASSMANN MANIFOLDS

DECKER, RICHARD WILLIAM
THE GENUS OF CERTAIN GRAPHS

KO, HAI-PING
GROUP DIVISIBLE DIFFERENCE SETS
RAY-CHAUDHURI, DIJEN K., advisor

LICHTIN, BENJAMIN LLOYD
I. NEWTON POLYGONS AND COMPUTATION OF LOJASIEWICZ EXPONENTS. II. ON THE DIFFERENTIAL EQUATIONS ASSOCIATED TO AN ANALYTIC FUNCTION NEAR A SINGULAR POINT
LU, YUNG-CHEN, advisor

11. Biography-center - Letter Z
history/Mathematicians/Zariski.html. zassenhaus, hans. wwwhistory.mcs.st-and.ac.uk/~history/ Mathematicians/zassenhaus.html. Zatopek, Emil
http://www.biography-center.com/z.html
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12. The Mathematics Genealogy Project - Hans Zassenhaus
Select a mirror. NDSU (main) AMS. Bielefeld. Ole Miss. IMPA. hans Julius zassenhaus. Biography. Ph.D. Universität Hamburg 1934. Name. School. Year. Descendants. Andras Bezdek. The Ohio State University. 1986. 2. James Bond. University of Notre Dame. 1964 According to our current online database, hans zassenhaus has 41 students and 104 descendants
http://genealogy.math.ndsu.nodak.edu/html/id.phtml?id=1320

13. Zassenhaus - User Info
Below is user information for hans J. zassenhaus. If you are this user, you can edit your information (or zassenhaus ( 494153) Name hans J. zassenhaus. Location Alabama, United States
http://www.livejournal.com/userinfo.bml?user=zassenhaus

14. Suggested Readings In Algorithmic Number Theory
000923 Author Pohst, M. / zassenhaus, hans Title Algorithmic algebraic number theory / M. Pohst, H. zassenhaus. Publ Cambridge University Press Year 1989 Series Encyclopedia of
http://www.msri.org/local/library/reading_lists/0001-ant.html
Suggested readings in Algorithmic number theory
This list was provided by the organizers of the Fall 2000 program in Algorithmic number theory.

15. Zassenhaus
Biography of hans zassenhaus (19121991) hans zassenhaus. Born 28 May 1912 in Koblenz-Moselweiss, Germany hans zassenhaus's secondary education was at two schools in Hamburg, graduating from
http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Zassenhaus.html
Hans Zassenhaus
Born: 28 May 1912 in Koblenz-Moselweiss, Germany
Died: 21 Nov 1991 in Columbus, Ohio, USA
Click the picture above
to see two larger pictures Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index
Hans Zassenhaus 's secondary education was at two schools in Hamburg, graduating from the Lichtwark Schule in 1930 and in the year entering the University of Hamburg. At first he studied mathematics and physics with the intention of specialising in atomic physics. However he had fine mathematics teachers in Artin and Hecke and, particularly Artin inspired him to undertake research in mathematics. Zassenhaus studied for his doctorate under Artin 's supervision. During this time he proved Zassenhaus's lemma, a beautiful result on subgroups which can be used to give a simple proof of the Jordan theorem. In his doctoral dissertation of 1934 he considered permutation groups whose elements are determined by the images of three points. These groups are called Zassenhaus groups today. In his dissertation Zassenhaus classified all 3-fold transitive Zassenhaus groups. These groups play an important role in the classification of finite simple groups coordinated by Gorenstein From 1934 to 1936 Zassenhaus worked at the University of Rostock and wrote his famous group theory text Lehrbuch der Gruppentheorie (1937) based on Artin 's lectures at Hamburg. He became

16. Zassenhaus, Hans Julius
zassenhaus, hans Julius (1912). German mathematician who mainly studied group theory and number theory. zassenhaus groups form part
http://www.cartage.org.lb/en/themes/Biographies/MainBiographies/Z/Zassenhaus/1.h
Zassenhaus, Hans Julius German mathematician who mainly studied group theory and number theory. Zassenhaus groups form part of the basis for the contemporary development of finite group theory.
Group theory is the study of systems in which the product of any two members of a system results in another member of the same system (for example, even numbers). Zassenhaus's most significant results were obtained in his investigations into finite groups. In group extensions he postulated with Issai Schur (1875-1941) what has become known as the Schur-Zassenhaus theory.
Zassenhaus also made contributions to the study of Lie algebras, the geometry of numbers, and applied mathematics

17. Books By Hans J. Zassenhaus At Walmart.com - Every Day Low Prices
Find books written by hans J. zassenhaus. Select from 1000's of books at Walmart.com, we have a great selection of highquality merchandise, friendly service and, of course, Every Day Low Prices.
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18. Alibris: Hans Zassenhaus
Used, new outof-print books by author hans zassenhaus. Offering browse BOOKS, Browse for author hans zassenhaus matched 3 titles. Sometimes
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Browse for author " Hans Zassenhaus " matched 3 titles. Sometimes it pays off to expand your search to view all available copies of books matching your search terms. Page of 1 sort results by Top Selling Title Author Used Price New Price Theory of Groups more books like this by Zassenhaus, Hans J. Graduate-level text acquaints reader with group-theoretic methods and demonstrates their usefulness in mathematics. Axioms, the calculus of complexes, homomorphic mapping, p-group theory, more. Many proofs shorter and more transparent than older ones. buy used: from Number Theory and Algebra: Collected Papers Dedicated to Henry B. Mann, Arnold E. Ross, and Olga Taussky-Todd more books like this by Zassenhaus, Hans, and Mann, Henry B., and Ross, Arnold E. buy used: from Group Theory, Algebra, and Number Theory: Colloquium in Memory of Hans Zassenhaus, Held in Saarbrucken, Germany, June 4-5, 1993

19. Alibris - Click Here To Find Books By This Author!
Joseph J. ~ Zasloff, Joseph Jermiah ~ Zasloff, Tela Zaslow, Brandon ~ Zaslow, Jeffrey ~ Zaslow, Morris Zaslowsky, Dyan zassenhaus, hans ~ zassenhaus, Hiltgunt
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20. AIM Reprint Library:
Listing for zassenhaus, hans. Viewing Page Taussky, Olga zassenhaus, hans. 2. On the Similarity Transformation Between a Matrix and its Transpose.
http://www.aimath.org/library/library.cgi?database=reprints;mode=display;BrowseT

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