Geometry.Net - the online learning center
Home  - Scientists - Zorn Max
e99.com Bookstore
  
Images 
Newsgroups
Page 4     61-80 of 101    Back | 1  | 2  | 3  | 4  | 5  | 6  | Next 20
A  B  C  D  E  F  G  H  I  J  K  L  M  N  O  P  Q  R  S  T  U  V  W  X  Y  Z  

         Zorn Max:     more books (16)
  1. Swedish Artist Introduction: Per Hasselberg, Elsa Beskow, Jan Berglin, Carl Oscar Borg, Eugen Semitjov, Anders Zorn, Max Magnus Norman
  2. European Painter Introduction: Echion, Carl Oscar Borg, Erró, Anders Zorn, Max Magnus Norman, Dimitrije Popovi?, Burhan Do?ançay, Irwin
  3. Vom langsamen Wachsen eines Zorns: Max Frisch, 1911- 1955 by Urs Bircher, 1997
  4. Vom langsamen Wachsen eines Zorns: Max Frisch 1911-1955.: An article from: World Literature Today by Theodore Ziolkowski, 1998-03-22
  5. Algebraists: Max August Zorn, Lodovico Ferrari, Alexander Anderson, Hermann Grassmann, Emmy Noether, Bartel Leendert Van Der Waerden
  6. Krefeld: People From Krefeld, Max August Zorn, Ralf Hütter, Carl Wilhelm Wirtz, Rudi Dornbusch, Joseph Beuys, Werner Voss, Karl Kaufmann
  7. People From Krefeld: Max August Zorn, Ralf Hütter, Carl Wilhelm Wirtz, Rudi Dornbusch, Joseph Beuys, Werner Voss, Karl Kaufmann, Martin Hyun
  8. Set Theorists: Kurt Gödel, Bertrand Russell, Georg Cantor, Paul Cohen, Max August Zorn, Chris Freiling, Luitzen Egbertus Jan Brouwer
  9. German Mathematician Introduction: Christian Goldbach, Max August Zorn, Karl Wilhelm Feuerbach, Werner Fenchel, Carl Gottlieb Ehler
  10. Zorn's Lemma: Max August Zorn, Kazimierz Kuratowski, Well-Ordering Theorem, Zermelo?Fraenkel Set Theory, Tychonoff's Theorem, Hahn?Banach Theorem, Maximal Ideal
  11. Zorn's Lemma: Max August Zorn, Kazimierz Kuratowski, Zermelo?Fraenkel Axioms, Axiom of Choice, Hausdorff Maximal Principle
  12. Straf' Mich Nicht in Deinem Zorn - for Organ by Max Reger, 1928
  13. Zwei Phantasien für Orgel über die Chorale: " Wie schön leucht't uns der Morgenstern, " " Straf' mich nicht in deinem Zorn! " Op. 40 by Max Reger, 1900
  14. Volkslied, Volkstanz und Kinderlied in Mainfranken. Ein Beitrag zur Erforschung fränkischer Melodien (unter Beziehung auf das Volkslied der Rheinpfalz), etc. [Melodies only.] by Max Boehm, 1929

61. RFC 2620 - RADIUS Accounting Client MIB. B. Aboba, G. Zorn.
Network Working Group B. Aboba Request for Comments 2620 G. zorn Category SYNTAX Counter32 maxACCESS read-only Aboba zorn Informational Page 6
http://rfc.sunsite.dk/rfc/rfc2620.html
RFC 2620
RFC 2571 RFC 2620 RADIUS Accounting Client MIB June 1999 STD 15, RFC 1155 [2], STD 16, RFC 1212 [3] and RFC 1215 [4]. The second version, called SMIv2, is described in STD 58, RFC 2578 [5], RFC 2579 [6] and RFC 2580 [7]. o Message protocols for transferring management information. The first version of the SNMP message protocol is called SNMPv1 and described in STD 15, RFC 1157 [8]. A second version of the SNMP message protocol, which is not an Internet standards track protocol, is called SNMPv2c and described in RFC 1901 [9] and RFC 1906 [10]. The third version of the message protocol is called SNMPv3 and described in RFC 1906 [10], RFC 2572 [11] and RFC 2574 [12]. o Protocol operations for accessing management information. The first set of protocol operations and associated PDU formats is described in STD 15, RFC 1157 [8]. A second set of protocol operations and associated PDU formats is described in RFC 1905 [13]. o A set of fundamental applications described in

62. ArkivMusic Tunder Concerti / Max, Rheinische Kantorei, Et Al
Wend ab dein zorn by Franz Tunder. Conductor Hermann max Orchestra/EnsembleRheinische Kantorei, Das Kleine Konzert Country of Origin Germany
http://www.arkivmusic.com/classical/album.jsp?album_id=94217

63. Referenced Names
Dehn, max (German; 18781952) max Wilhelm Dehn. Euler, Leonhard (Swiss;1707-1783) He mostly worked in zorn, max (German; 1906-1993) pron. Tsorn
http://www.math.rutgers.edu/~useminar/names.htm
Referenced names
The source for most references is the excellent site http://www-history.mcs.st-andrews.ac.uk/history/BiogIndex.html Visit also the main page http://www-history.mcs.st-andrews.ac.uk/history/ and the following pages there: History Topics Index and A Time Line of Mathematicians Abel, Niels Henrik (Norwegian; 1802-1829) Bernstein, Felix (German; 1878-1956)
[born in Bolya, Transylvania, Austrian Empire, now Sibiu, Romania] Cantor, Georg (born in St. Petersburg, Russia but lived in Germany; 1845-1918) [Georg Ferdinand Ludwig Philipp Cantor] Cauchy, Augustin (French; 1789-1857) [Augustin Louis Cauchy] Dehn, Max (German; 1878-1952) [Max Wilhelm Dehn] Euler, Leonhard (Swiss; 1707-1783) [He mostly worked in St. Petersburg, Russia, and in Berlin, Prussia]
[He introduced the notations e and i Fermat, Pierre de (French; 1601-1665) Gerwien, P?. (Prussian; 18-18)
[His lecture "The Problems of Mathematics" on 2nd ICM, 1900 Paris contains his famous 23 problems.] Lagrange, Joseph-Louis (Italian; 1736-1813) [born as Giuseppe Lodovico Lagrangia]

64. Golem.de - Lexikon
Translate this page Dieser Artikel basiert auf dem Artikel max August zorn aus der freien max zornheiratete Alice Schlottau, mit der er einen Sohn und eine Tochter,
http://lexikon.golem.de/Max_August_Zorn
News Forum Archiv Markt ... Impressum Lexikon-Suche Lizenz Dieser Artikel basiert auf dem Artikel Max August Zorn aus der freien Enzyklopädie Wikipedia und steht unter der GNU Lizenz für freie Dokumentation . In der Wikipedia ist eine Liste der Autoren verfügbar, dort kann man den Artikel bearbeiten Letzte Meldungen Apple iTunes-Handy Motorola ROKR vorgestellt iPod nano: Apple schrumpft den "mini" mit Flash-Speicher ... Originalartikel
Lexikon: Max August Zorn
Max August Zorn 6. Juni in Krefeld in Bloomington Indiana USA ) war ein US-amerikanischer Professor der Mathematik deutscher Abstammung. Zorn studierte in Hamburg , wo er auch im April alternativen Algebra als wissenschaftliche Hilfskraft an. Zorn emigrierte in die USA und erhielt bereits eine Anstellung an der bekam, wo er bis bis . In dieser Zeit war einer seiner Studenten Israel Nathan Herstein Indiana , wo er bis blieb. Max Zorn heiratete Alice Schlottau, mit der er einen Sohn und eine Tochter, Jens und Liz, hatte. Zorns bedeutenster Beitrag zur modernen Mathematik ist das sogenannte Lemma von Zorn , ein dem bekannten und sehr umstrittenen Auswahlaxiom der Zermelo-Fraenkel-Mengenlehre gleichwertiger Satz. Mit seiner Hilfe kann z.B. gezeigt werden, dass jeder (also insbesondere jeder unendlich-dimensionale) Vektorraum eine Basis besitzt.

65. MAX-Online In Kooperation Mit MSN - 7 Todsünden
Translate this page Suche in max Ohne zorn hätte es die großartige Band Rage against the Machinenie gegeben, zorn kann so schön sein wie Uma Thurman in ?Kill Bill“.
http://max.msn.de/lifestyle/gesellschaft/todsuenden/26119714_1.html

MSN Home
My MSN Hotmail Messenger ... Groups Web Suche: Sitemap Gewinnspiele Shopping Kontakt CityGuide: Horoskope Newsletter Hilfe Suche in Max: Gesellschaft Heidi Klum Hippies Boris Becker ... FORUM
Suche - Top 5
Formel 1 Ticket
Nagelstudio Immobilie Golfplatz ... Suche Live
Jetzt am Kiosk Ausgabe 09
Testen Sie 3 MAX-Ausgaben für nur 6,90 Euro! Oder bestellen Sie 12 Ausgaben für 42 Euro - tolle Prämien! ...mehr
MSN Shopping Starke Marken, gute Preise
Wir bieten Ihnen über 200.000 Produkte für Freizeit und Beruf in unserem Onlineshop ...mehr
7 Todsünden
Berühmt für seine Wutanfälle auf dem Platz: Boris Becker zertrümmerte auch ab und an seinen Schläger Fotogalerie (16 Bilder) 7 Todsünden Sündigen macht Spaß 1. Todsünde: Völlerei 2. Todsünde: Trägheit 3. Todsünde: Habgier ... 7 sündige Stars MAX-Abo
...mehr
MAX Freundschaftsabo Verschenken Sie MAX!
Das MAX-Abo für einen Freund/eine Freundin und eine tolle Prämie für Sie! ...mehr 5. Todsünde: Zorn 10 Gründe für Zorn 1. Es tut manchmal gut, andere anzuschreien und „Evolutionsbremse“ zu nennen. Probieren Sie’s. 2. Ein Wutausbruch zur rechten Zeit ist wie ein reinigendes Gewitter. Danach scheint wieder die Sonne.

66. Bomberman Max 2 Blue
max 2 Blue bei Mein-Counter.de. Buffy imBann der Dämonen König Darkhuls zorn - Bärenbrüder Disneys Prinzessinen
http://www.mein-counter.de/as/computer-videospiele/nintendo-gameboy-advance/bomb

67. Bomberman Max 2 Red
max 2 Red bei Mein-Counter.de. Buffy imBann der Dämonen König Darkhuls zorn - Bärenbrüder Disneys Prinzessinen
http://www.mein-counter.de/as/computer-videospiele/nintendo-gameboy-advance/bomb
Bomberman Max 2 Red
Artikel auf dieser Seite:
Bomberman Max 2 Red

Chicken Shoot 1

Counter Punch

Crusin Velocity
...
Daredevil
Bomberman Max 2 Red
: Bomberman Max 2: Red Advance Rette als Max die Welt! Bomber Base auf dem Planeten Bomber...Bomberman und Max werden von Mujoe, dem Anführer der HIGE HIGE Banditen, mit Hilfe einer geheimen Waffe auf die Größe einer Ameise geschrumpft. Um wieder auf normale Größe zu wachsen begeben sich Bomberman und Max auf die Suche der mysteriösen ?Mini Mini?-Waffe. Das neuste Abenteuer beginnt! Features: Das Abenteuer beginnt Bombe dir deinen Weg durch fünf Welten mit über 80 Levels! Überall erwarten dich Gegner und Überraschungen! Verlinke BLUE ADVANCE und RED ADVANCE, um 20 geheime Bonus-Gebiete freizuschalten! Sammle, erschaffe und erziehe Charaboms Charaktere und kämpfe mit ihnen im Multiplayer-Modus! 8 Mini- und Bonus-Games, Red 2 Max Bomberman, Bomberman-Max-2-Red
Bomberman Max 2 Red
Chicken Shoot 1
: Chicken Shoot 1, 1 Shoot Chicken, Chicken-Shoot-1
Chicken Shoot 1
Counter Punch Counter Punch
Crusin Velocity
: Elf verschiedene Vehikel stehen dabei zur Verfügung, vom Polizeiwagen bis zum Kleinbus ist alles vertreten. Doch noch schräger sind die Rennstrecken: Von Las Vegas bis zum Mars führt diese verrückte Autojagd, Velocity Crusin, Crusin-Velocity

68. Lema De Zorn
Translate this page Está nombrado en honor al matemático max zorn. Tenemos un conjunto X y definidaen él una relación de orden, es decir una relación R que es transitiva (si
http://encyclopedie-es.snyke.com/articles/lema_de_zorn.html
Lema de Zorn
Keywords: Lema de Zorn, Cadena, Conjunto parcialmente ordenado, Orden total, Radio, Relaci³n antisim©trica, Relaci³n transitiva, Subconjunto, Teor­a de conjuntos
El lema de Zorn , tambi©n conocido como el lema de Kuratowski-Zorn , es un teorema en teor­a de conjuntos que establece que:
Todo conjunto parcialmente ordenado en el que toda cadena (es decir, subconjunto totalmente ordenado ) tiene un l­mite superior, contiene al menos un elemento maximal.
Est¡ nombrado en honor al matem¡tico Max Zorn. Tenemos un conjunto X y definida en ©l una relaci³n de orden, es decir una relaci³n R que es transitiva (si xRy e yRz entonces xRz ) y antisim©trica (si xRy e yRx entonces x = y ). (Al leer R conviene imaginarse un signo "menor o igual"). El orden no tiene por qu© ser total, es decir, puede ocurrir que haya pares de elementos no relacionados entre s­. El ejemplo t­pico es X igual a alguna familia de conjuntos y R igual a la inclusi³n (amplia) de conjuntos. Se define una cadena en X como un subconjunto Y de X tal que en Y el orden R sea total (es decir dados dos elementos x y de Y siempre ocurre que xRy o yRx Dada una cadena Y , un "supremo" de ella es un elemento s de X tal que s es mayor o igual que cualquier elemento de Y (o sea

69. Encyclopedia: Zorn's-lemma
It is named after the mathematician max zorn. max August zorn (June 6, 1906 inKrefeld, Germany March 9, 1993 in Bloomington, Indiana,
http://www.nationmaster.com/encyclopedia/Zorn's_lemma

Supporter Benefits
Signup Login Sources ... Pies
What's new?
  • Our next offering Latest newsletter Student area Lesson plans
  • Recent Updates
  • Dynamic random access memory Douglas Doseone Donovan Childs ...
  • More Recent Articles Top Graphs
  • Richest Most Murderous Most Taxed Most Populous ...
  • More Stats
    Encyclopedia: Zorn's-lemma
    Updated 109 days 23 hours 6 minutes ago. Other descriptions of Zorn's-lemma Zorn's lemma , also known as the Kuratowski-Zorn lemma , is a theorem of set theory that states: Set theory is the mathematical theory of sets, which represent collections of abstract objects. ... Every partially ordered set in which every chain (i.e. totally ordered subset ) has an upper bound contains at least one maximal element In mathematics, a partially ordered set (or poset for short) is a set equipped with a special binary relation which formalizes the intuitive concept of an ordering. ... In mathematics, a total order or linear order on a set X is any binary relation on X that is antisymmetric, transitive, and total. ... In mathematics, a total order or linear order on a set X is any binary relation on X that is antisymmetric, transitive, and total. ...

    70. Encyclopedia: Max August Zorn
    Phys. Rev. 49, 701 (1936) Engstrom and zorn The Transformation HT Engstrom and max zorn; Yale University. Received 16 March 1936. ©1936 TheAmerican Physical Society. URL http//link.aps.org/abstract/PR/v49/p701
    http://www.nationmaster.com/encyclopedia/Max-August-Zorn

    Supporter Benefits
    Signup Login Sources ... Pies
    Related Articles People who viewed "Max August Zorn" also viewed:
  • Zorns lemma
  • Abstract Algebra
  • June 6
  • King Hussein ...
  • Voivodship What's new?
  • Our next offering Latest newsletter Student area Lesson plans
  • Recent Updates
  • Dynamic random access memory Douglas Doseone Donovan Childs ...
  • More Recent Articles Top Graphs
  • Richest Most Murderous Most Taxed Most Populous ...
  • More Stats
    Encyclopedia: Max August Zorn
    Updated 19 days 23 hours 44 minutes ago. Other descriptions of Max August Zorn Max August Zorn June 6 in Krefeld, Germany - March 9 in Bloomington, Indiana, USA) was a German -born American mathematician June 6 is the 157th day of the year in the Gregorian calendar (158th in leap years), with 208 days remaining. ... 1906 was a common year starting on Monday (see link for calendar). ... March 9 is the 68th day of the year in the Gregorian Calendar (69th in Leap years). ... 1993 is a common year starting on Friday of the Gregorian calendar and marked the Beginning of the International Decade to Combat Racism and Racial Discrimination (1993-2003). ... A mathematician is a person whose area of study and research is mathematics. ...

    71. El Lema De Zorn
    Translate this page max zorn fue un matemático alemán, nacido en el año 1906 en la población deKrefeld, a unos 20 kms de Dusseldorf, realizando sus estudios de matemática en
    http://personales.ya.com/casanchi/mat/lemadezorn01.htm
    Más artículos de Matemática
    El Lema de Zorn
    Max Zorn fue un matemático alemán, nacido en el año 1906 en la población de Krefeld, a unos 20 kms de Dusseldorf, realizando sus estudios de matemática en la Universidad de Hamburgo, con Emil Artin. Se doctora en esta Universidad en el año 1930 con una tesis sobre Algebras Conmutativas, y consigue en esa misma época excelentes logros por los cuales la Universidad de Hamburgo le concede al poco tiempo un Premio Extraordinario. Sin embargo, aunque Zorn no era judío, el nazismo que ya tenia gran fuerza en Alemania le obliga a exilarse a los Estados Unidos en el año 1934, trabajando en la Universidad de Yale entre los años 1934 y 1936, hasta trasladarse a la Universidad de California donde permanecería hasta 1946. Fue durante el periodo de Yale cuando enunció una proposición que llamó “Principio del Máximo” en un artículo que publicó en el año 1935 en el Boulletin de la American Mathematical Society y que, sin embargo, la posterioridad lo conoce por el nombre que le dio el matemático John Tukey, uno de sus contemporáneos: “El Lema de Zorn”. Trabajó a partir de 1946, y hasta su jubilación en el año 1971, en la Universidad de Indiana, incursionando en diversos temas tales como los Espacios de Banach y cuestiones diversas de Topología General y Álgebras Conmutativas, así como problemas concretos tales como el estudio de la Hipótesis de Riemann. En realidad, aunque siempre le acompañó la fama creada por el enunciado de su Lema, nunca dejó de estudiar problemas de la actualidad matemática de su tiempo, hasta su muerte en el año 1993, acaecida en Bloomington, Indiana (EEUU).

    72. RADIUS Working Group Glen Zorn INTERNET-DRAFT Microsoft Category
    zorn Aboba Page 6 INTERNETDRAFT 12 February 1998 max-ACCESS OBJECT-TYPESYNTAX DisplayString max-ACCESS read-only zorn Aboba Page 7
    http://www.ietf.org/proceedings/98aug/I-D/draft-ietf-radius-auth-servmib-01.txt
    RADIUS Working Group Glen Zorn INTERNET-DRAFT Microsoft Category: Standards Track Bernard Aboba

    73. RADIUS Working Group Bernard Aboba INTERNET-DRAFT Microsoft
    max) maxACCESS not-accessible STATUS current Aboba zorn Page 4 INTERNET-DRAFT12 February 1998 DESCRIPTION A number uniquely identifying each RADIUS
    http://www.ietf.org/proceedings/98aug/I-D/draft-ietf-radius-acc-clientmib-01.txt
    RADIUS Working Group Bernard Aboba INTERNET-DRAFT Microsoft Category: Informational Glen Zorn

    74. RFC2619: RADIUS Authentication Server MIB. G. Zorn, B. Aboba. June 1999....
    Network Working Group G. zorn Request for Comments 2619 B. Aboba OBJECTTYPESYNTAX Counter32 max-ACCESS read-only STATUS current zorn Aboba
    http://rfc2619.x42.com/
    x42.com rfc-index text only 1. Introduction This memo defines a portion of the Management Information Base (MIB) for use with network management protocols in the Internet community. In particular, it describes managed objects used for managing RADIUS authentication servers. RADIUS authentication servers are today widely deployed by dialup Internet Service Providers, in order to provide authentication services. As a result, the effective management of RADIUS authentication servers is of considerable importance. 3.1. Selected objects This MIB module contains fourteen scalars as well as a single table: (1) the RADIUS Authentication Client Table contains one row for each RADIUS authentication client that the server shares a secret with. Each entry in the RADIUS Authentication Client Table includes twelve columns presenting a view of the activity of the RADIUS authentication server. 4. Definitions RADIUS-AUTH-SERVER-MIB DEFINITIONS ::= BEGIN IMPORTS MODULE-IDENTITY, OBJECT-TYPE, OBJECT-IDENTITY, Counter32, Integer32, IpAddress, TimeTicks, mib-2 FROM SNMPv2-SMI SnmpAdminString FROM SNMP-FRAMEWORK-MIB MODULE-COMPLIANCE, OBJECT-GROUP FROM SNMPv2-CONF; radiusAuthServMIB MODULE-IDENTITY LAST-UPDATED "9906110000Z" ORGANIZATION "IETF RADIUS Working Group." CONTACT-INFO " Bernard Aboba Microsoft 6. Security Considerations There are a number of management objects defined in this MIB that have a MAX-ACCESS clause of read-write and/or read-create. Such objects may be considered sensitive or vulnerable in some network environments. The support for SET operations in a non-secure environment without proper protection can have a negative effect on network operations. There are a number of managed objects in this MIB that may contain sensitive information. These are: radiusAuthClientAddress This can be used to determine the address of the RADIUS authentication client with which the server is communicating. This information could be useful in impersonating the client. radiusAuthClientID This can be used to determine the client ID of the authentication client with which the server is communicating. This information could be useful in

    75. RADIUS Working Group Glen Zorn INTERNET-DRAFT Microsoft Category
    zorn Aboba Informational Page 1 INTERNETDRAFT RADIUS Accounting Server MIB 11 SYNTAX Counter32 max-ACCESS read-only STATUS current DESCRIPTION zorn
    http://www.freeradius.org/rfc/draft-ietf-radius-acc-servmib-02.txt
    RADIUS Working Group Glen Zorn INTERNET-DRAFT Microsoft Category: Informational Bernard Aboba

    76. RADIUS Working Group Glen Zorn INTERNET-DRAFT Microsoft Category
    SYNTAX RadiusTime maxACCESS read-only zorn Aboba Standards Track Page 4 OBJECT-TYPE SYNTAX Counter32 max-ACCESS read-only STATUS current zorn
    http://www.freeradius.org/rfc/draft-ietf-radius-auth-servmib-02.txt
    RADIUS Working Group Glen Zorn INTERNET-DRAFT Microsoft Category: Standards Track Bernard Aboba

    77. Anders Zorn
    He was a contemporary of Edvard Munch and of max Liebermann, Next to Berlinand Dresden, the 50 works by Anders zorn in the collection of
    http://www.hamburger-kunsthalle.de/archiv/seiten/en_zorn.html
    Anders Zorn
    The etched portraits
    Hall of Master Drawings
    March 15 - September 1, 2002
    Anders Zorn (1860-1920) was one of the leading European artists in the period around 1900.
    He was a contemporary of Edvard Munch and of Max Liebermann, who was a personal friend and the subject of one of his paintings. Zorn's interest lay above all in creating realistic likenesses in the French tradition, which he executed with his characteristically rapid technique both in his painting and with an etching needle on copper plates. His models were prominent figures of international public life.
    Next to Berlin and Dresden, the 50 works by Anders Zorn in the collection of
    the Hamburg Kunsthalle's Department of Prints, Drawings and Photography represent the most comprehensive stock of etchings by the Swedish painter and graphic artist in Germany. The majority, namely 42 out of the 50 etchings held in the museum, were acquired during the artist's lifetime under the directorship of Alfred Lichtwark. As early as 1891, Lichtwark invited Zorn to come to Hamburg to paint a work for the "Galerie Hamburger Bilder". Zorn was no artistic innovator in the manner of the profoundly intense Norwegian painter Munch, he was an artist with visible leanings towards Impressionism who was active in the period leading up to Modernism and whose swiftly executed and psychologically perceptive etched portraits still hold an appeal for viewers today.

    78. Anders Zorn
    Translate this page Anders zorn (1860-1920), ein Zeitgenosse max Liebermanns, mit dem er auch persönlichbekannt war und den er porträtierte, sowie Edvard Munchs,
    http://www.hamburger-kunsthalle.de/archiv/seiten/zorn.html
    Die Bildnisradierungen des
    Anders Zorn
    Saal der Meisterzeichnung
    Neben dem Berliner und dem Dresdner Kupferstichkabinett besitzt die Hamburger Kunsthalle mit 50 Arbeiten den umfangreichsten Bestand an Radierungen des schwedischen Malers und Graphikers Anders Zorn in Deutschland. Fast alle, nämlich 42 von 50, der im Hamburger Kupferstichkabinett vorhandenen Radierungen wurden zu Lebzeiten des Künstlers während des Direktorats von Alfred Lichtwark erworben. Lichtwark hatte Zorn schon 1891 nach Hamburg eingeladen, um einen Beitrag zur "Galerie Hamburger Bilder" zu malen.
    Telefon 040 - 428 131 200 Telefax 040 - 428 54 34 09
    e-mail: info@hamburger-kunsthalle.de

    79. Zorn
    There young zorn caught his teacher’s attention with his natural artistic talents . He was a contemporary of Edvard Munch and of max Liebermann,
    http://www.modjourn.brown.edu/mjp/Image/Zorn/Zorn.htm
    Anders Zorn (1860-1920)
    He finished school in the spring of 1875, and at the age of fifteen his new goal was set: Stockholm, and the Academy of Arts. He was a contemporary of Edvard Munch and of Max Liebermann, who was a personal friend and the subject of one of his paintings. Zorn's interest lay above all in creating realistic likenesses in the French tradition, which he executed with his characteristically rapid technique both in his painting and with an etching needle on copper plates. His models were prominent figures of international public life.
    Zorn was no artistic innovator in the manner of the profoundly intense Norwegian painter Munch, he was an artist with visible leanings towards Impressionism who was active in the period leading up to Modernism and whose swiftly executed and psychologically perceptive etched portraits still hold an appeal for viewers today. In The New Age of March 17, 1910 Huntly Carter referred to "the brilliant work of Anders Zorn." We always try to locate images of the specific works discussed in the journal. As you might expect, this is often impossible. Failing that, we seek out similar or typical work by the artist. The images we have on file are linked below.

    80. RFC2618: RADIUS Authentication Client MIB. B. Aboba, G. Zorn. June 1999....
    SEQUENCE OF RadiusAuthServerEntry maxACCESS not-accessible Aboba zorn OBJECT-TYPE SYNTAX IpAddress max-ACCESS read-only Aboba zorn Standards
    http://rfc2618.x42.com/
    x42.com rfc-index text only 1. Introduction This memo defines a portion of the Management Information Base (MIB) for use with network management protocols in the Internet community. In particular, it describes managed objects used for managing RADIUS authentication clients. Today a wide range of network devices, including routers and NASes, act as RADIUS authentication clients in order to provide authentication and authorization services. As a result, the effective management of RADIUS authentication clients is of considerable importance. 3.1. Selected objects This MIB module contains two scalars as well as a single table: (1) the RADIUS Authentication Server Table contains one row for each RADIUS authentication server that the client shares a secret with. Each entry in the RADIUS Authentication Server Table includes fifteen columns presenting a view of the activity of the RADIUS authentication client. 4. Definitions RADIUS-AUTH-CLIENT-MIB DEFINITIONS ::= BEGIN IMPORTS MODULE-IDENTITY, OBJECT-TYPE, OBJECT-IDENTITY, Counter32, Integer32, Gauge32, IpAddress, TimeTicks, mib-2 FROM SNMPv2-SMI SnmpAdminString FROM SNMP-FRAMEWORK-MIB MODULE-COMPLIANCE, OBJECT-GROUP FROM SNMPv2-CONF; radiusAuthClientMIB MODULE-IDENTITY LAST-UPDATED "9906110000Z" 11 Jun 1999 ORGANIZATION "IETF RADIUS Working Group." CONTACT-INFO " Bernard Aboba Microsoft

    A  B  C  D  E  F  G  H  I  J  K  L  M  N  O  P  Q  R  S  T  U  V  W  X  Y  Z  

    Page 4     61-80 of 101    Back | 1  | 2  | 3  | 4  | 5  | 6  | Next 20

    free hit counter