Geometry.Net - the online learning center
Home  - Scientists - Erlang Agner

e99.com Bookstore
  
Images 
Newsgroups
Page 5     81-89 of 89    Back | 1  | 2  | 3  | 4  | 5 
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  

         Erlang Agner:     more detail
  1. The life and works of A.K. Erlang (Transactions of the Danish Academy of Technical Sciences 1948, No. 2) by E Brockmeyer, H. L. Halstrom, et all 1948
  2. Agner Krarup Erlang: An entry from Gale's <i>Science and Its Times</i>
  3. Queueing Theorists: Agner Krarup Erlang, T. O. Engset, Thomas L. Saaty, John Kingman, Leonard Kleinrock, Václav E. Benes, David Cox
  4. Agner Krarup Erlang (German Edition) by Lambert M. Surhone, Miriam T. Timpledon, et all 2010-07-04
  5. Danish Statisticians: Agner Krarup Erlang, Anders Hald, Thorvald N. Thiele
  6. Danish Engineers: Agner Krarup Erlang, Jørgen Skafte Rasmussen, Jakob Stoustrup, Ludwig A. Colding, Erik Reitzel, Valdemar Poulsen
  7. Danish Engineers: Danish Military Engineers, Ove Arup, Ove Arup Buildings and Structures, Agner Krarup Erlang, Jørgen Skafte Rasmussen
  8. Agner Krarup Erlang

81. Biography-center - Letter E
html; Eris, www.messagenet.com/myths/bios/eris.html; erlang, Agnerwwwhistory.mcs.st-and.ac.uk/~history/Mathematicians/erlang.html;
http://www.biography-center.com/e.html
Visit a
random biography ! Any language Arabic Bulgarian Catalan Chinese (Simplified) Chinese (Traditional) Croatian Czech Danish Dutch English Estonian Finnish French German Greek Hebrew Hungarian Icelandic Indonesian Italian Japanese Korean Latvian Lithuanian Norwegian Polish Portuguese Romanian Russian Serbian Slovak Slovenian Spanish Swedish Turkish
E
272 biographies

82. Pipkins - FAQ
The erlang B and C formulas, developed in 1917 by the Danish mathematician Agnererlang, are based upon the premise that a caller will never abandon a call
http://www.pipkins.com/faqs.asp
Saturday, March 29, 2003 Home Sitemap Information Print ... Training Frequently Asked Questions
1. How many people can your system schedule and what are the hardware requirements? There is really no definite limit to the number people that can be scheduled other than the requirement for a server machine properly equipped to handle the task (enough RAM, large enough hard disk, etc.). The precise server hardware requirements are computed based on various sizing parameters determined from your call center environment. Refer to our hardware requirements for additional information. We routinely schedule centers with thousands of agents.
2. My company has excessive workforce management demands requiring simultaneous scheduling, forecasting and reporting by numerous people. Can your product handle this environment? Yes! Maxima Advantage includes Multiple Application Server (MAS) functionality which allows distribution of your workload over as many application servers as you need. The overall workload is reduced and the processing time for all distributed operations is minimized. MAS also provides workload automation functionality so you can have the freedom to "submit and forget" your routine workforce management tasks. Refer to our MAS product information page for additional details.

83. Lecture 10
Units erlangs (dimensionless) callssecond per second CCS hundred(century) calls-second per hour 1 erlang = (60)(60)/100 = 36 CCS;
http://people.deas.harvard.edu/~jones/cscie129/lectures/lecture10/lecture_10.htm
Communication Systems and Technology
Lecture 10:
Telephone Networks
Circuit Switched Networks
December 8, 1999
Why do we need networks?
Answer: The "n squared" problem of point-to-point communication. (discussion) Network topologies Star networks: hierarchical or centralized networks ( discussion Bus and ring networks: distributed control networks ( discussion Trunking discussion Network hierarchy Analog Telephone Networks
Pre-divestiture hierarchy
Source
Post-divestiture hierarchy I
... Source
Traffic: Source
Traffic Characterization
  • Call arrivals
    • a random process
  • Call holding time
    • a random variable
      duration of occupancy of a traffic path by a call
  • Traffic intensity not the same throughout the entire day
    • design decisions usually based on traffic intensity during the busy hour (worst case)
  • Busy hour is the 1-h period of the day during which traffic intensity is highest
    • CCITT : ìThe busy hour refers to the traffic volume or number of call attempts, and is that continuous 1-h period lying wholly in the time interval concerned for which this quantity is greatest.î

    Measurement of Telephone Traffic
    • Telephone traffic is the aggregate of telephone calls over a group of circuits or trunks with regard of the number and duration of calls.

84. CABLE: PEOPLE
tube involved in development of radio); Esther Dyson; about AgnerKraruo erlang (devised a method of estimating telephone traffic)
http://cable.doit.wisc.edu/people.html
Cable Pages by Individuals and About Important People In Cable Telecommunications and Computing

85. Areas Técnicas
Translate this page El nombre del lenguaje se adoptó en honor al matemático de origen danés AgnerKrarup erlang, que desarrolló a principios del Siglo XX importantes estudios
http://www.unizar.es/aeipro/finder/INFORMATICA,TELECOMUNICACIONES/FF04.htm
Alejandro Pomares, Gabriel Ruiz, Carlos Pastor, Mª del Mar Galotto, p RESUMEN Unix/Linux Se ha utilizado un lenguaje de alto nivel declarativo, Erlang Erlang permite implementar sistemas S oft Real-Time , obteniendo simulaciones muy reales, al eliminar la carga computacional del tiempo simulado, propio de los simuladores tradicionales. Internet Linux/Unix , arquitecturas tipo BeoWolf y el entorno Erlang freelance
  • Erlang, Poisson, Aleatorio, Determinista
Internet
3. TIEMPO SIMULADO vs TIEMPO REAL DEDS, "Discrete Events Dynamic Systems "), caracterizados por el uso de variables discretas y utilización de una base de tiempos continua evento tiempo no-real tiempo real Erlang en Sistemas Soft Real-Time 4. ERLANG: LENGUAJE FUNCIONAL PARA SISTEMAS DISTRIBUIDOS Erlang Prolog, Lisp, Erlang, Haskell C, Pascal, Fortran, Basic , etc.), el programador se olvida de , y concentra sus esfuerzos en y Erlang Erlang Erlang Erlang carga en caliente , hacen de Erlang
  • Procesos concurrentes en tiempo real.

86. Computer Sweden
erlang ett programspråk från Ericsson, uppkallat efter den danske matematikernAgner Krarup erlang, känd för matematisk analys av telefonköer.
http://computersweden.idg.se/tjanster/sprakwebb/ord.asp?ord=Java

87. 1878

http://www.viandante.it/sito24/XIX secolo/1878_sc.htm
© Il Viandante una storia particolare Nuova Ricerca ANNO 1878 storia e politica religione e filosofia arte scienze economia lettere e teatro cinema Papa Pio IX
1978, muore. Leone XIII
De Haas, Wander Johannes
(Lisse, Haarlem 1878-Biethoven, Utrecht 1960) fisico olandese, da cui l'effetto Einstein-De Haas "rotazione per magnetizzazione". Erlang, Agner Krarup (Vestijlland, Jutland 1878-Copenaghen 1929) tecnico danese, uno degli iniziatori della "teoria delle code", da lui applicata (1908) per risolvere i problemi della congestione delle linee telefoniche, da cui (Erl) «erlang»: unità di misura del traffico telefonico. Fréchet, Maurice-René (Maligny 1878-Parigi 1973) matematico francese, elaborò con H. Noore una nuova branca dell'analisi, l' analisi generale Goldstein, Kurt (Katowice 1878-New York 1965) neuropsichiatra statunitense di origine tedesca, emigrato in Olanda nel 1933 e poi negli Usa nel 1935 per le persecuzioni razziali e politiche
L'organismo
La natura umana alla luce della psicopatologia
Effetti postumi delle lesioni cerebrali
Linguaggio e disturbi del linguaggio
Meitner, Lise

88. Íàøè íîâîñòè
The summary for this Russian page contains characters that cannot be correctly displayed in this language/character set.
http://www.nvconsulting.net/pressa1.html
Íà íà÷àëüíîì ýòàïå îöåíêè íåèçáåæíî âñòàåò âîïðîñ î âûáîðå êîíêðåòíîé òåõíîëîãèè ïåðåäà÷è ðå÷è. Íà ñåãîäíÿ èõ èìååòñÿ òðè - ýòî ãîëîñ ÷åðåç IP (VoIP), ÷åðåç Frame Relay (VoFR) è ÷åðåç ATM (VoATM). Íèæå ìû ðàññìîòðèì ïðèìåð âíåäðåíèÿ ãîëîñîâûõ êîììóíèêàöèé â ñåòÿõ Frame Relay, õîòÿ â îòíîøåíèè îñòàëüíûõ òåõíîëîãèé ìåòîäèêà â ïðèíöèïå îñòàåòñÿ òàêîé æå. Âûáîð äàííîãî ïðèìåðà îáóñëîâëåí â ïåðâóþ î÷åðåäüþ ôàêòîðîì ïðåäðàñïîëîæåííîñòè ê âíåäðåíèþ èìåííî ñåðâèñà Frame Relay â îáùåíàöèîíàëüíîì ìàñøòàáå. Ñåãîäíÿ ýòà òåõíîëîãèÿ äîìèíèðóåò â Ðîññèè - ÷òîáû óáåäèòüñÿ â ýòîì äîñòàòî÷íî ïîñìîòðåòü, êàê ñòðîÿòñÿ êîðïîðàòèâíûå ñåòè íà îïîðíûõ ñåòÿõ êðóïíûõ îïåðàòîðîâ, ïîêðûâàþùèõ áîëüøóþ ÷àñòü òåððèòîðèè Ðîññèè. Åñëè æå ðàññìàòðèâàòü ñåòè ìàñøòàáà ãîðîäà, íàïðèìåð òàêîãî, êàê Ìîñêâà, èëè ëþáîãî äðóãîãî ìåãàïîëèñà, òî, êîãäà ñòîèò çàäà÷à ñâÿçàòü äðóã ñ äðóãîì ðàçáðîñàííûå îôèñû êîìïàíèè, íàèáîëåå óäà÷íûì âûáîðîì ÿâëÿåòñÿ òåõíîëîãèÿ IP íà âûäåëåííûõ êàíàëàõ ñâÿçè.
Êîìïàíèÿ èìååò öåíòðàëüíûé îôèñ â Ìîñêâå è ðÿä ñâîèõ ôèëèàëîâ íà òåððèòîðèè Ðîññèè, à èìåííî: â Ëèïåöêå, Ïåðìè, Êðàñíîäàðå, Íîðèëüñêå, Õàáàðîâñêå. Äëÿ ïåðåäà÷è äàííûõ ìåæäó íèìè èñïîëüçóåòñÿ ñåòü Frame Relay, óñëóãè êîòîðîé ïðåäîñòàâëÿåò îäèí èëè íåñêîëüêî êðóïíûõ ðîññèéñêèõ îïåðàòîðîâ. Òåëåôîíèÿ â êàæäîì èç ôèëèàëîâ îðãàíèçîâàíà ñ èñïîëüçîâàíèåì íåáîëüøîé ÓÀÒÑ, ïîäêëþ÷åííîé ê ãîðîäñêîé ñåòè ÒôÎÏ. Ñõåìà ñóùåñòâóþùåé ñåòè ïðåäñòàâëåíà íà ðèñ. 1.
Îáùàÿ ñòîèìîñòü âñåõ òåëåôîííûõ ðàçãîâîðîâ ìåæäó âñåìè ôèëèàëàìè è öåíòðàëüíûì îôèñîì â ìåñÿö ïîëó÷èëàñü ðàâíîé 854 314 ðóá. 13 êîï. Ýòà öèôðà â äàëüíåéøåì ïðèãîäèòñÿ íàì ïðè ñîïîñòàâëåíèè çàòðàò è ïîäñ÷åòå ýêîíîìèè ïðè èñïîëüçîâàíèè òåõíîëîãèè VoFR.

89. Science/Math/Mathematicians
URL http//turnbull.dcs.stand.ac.uk/~history/Mathematicians/Dirichlet.html ErlangAgner Krarup (1878-1929) Early telecom theorist after whom a unit of
http://www.science-and-research.com/Science/Math/Mathematicians/
Search: Category Description:
Biography and personal web pages of Math professionals and enthuses, living and dead. Science Math Mathematicians Algebraists
Calculus

Collections

Computational
...
Marvin Minsky

Features texts interviews excerpts and a bibliography going back to his Bachelors thesis in mathematics at Harvard.
URL: http://www.ai.mit.edu/people/minsky
Paul Erd¶s

Tributes obituaries articles.
URL: http://theory.cs.uchicago.edu/erdos.html Simpson Thomas (1710-1761) Best remembered for his work on interpolation and numerical methods of integration first job was as a weaver taught mathematics privately write texts on mathematics. URL: http://www-history.mcs.st-and.ac.uk/history/Mathematicians/Simpson.html Poisson - Sim©on Denis Poisson (1781-1840) Most important works were a series of papers on definite integrals and his advances in Fourier series important work on probability the Poisson distribution first appeared. URL: http://physics.hallym.ac.kr/reference/physicist/Poisson.html Kustaa Inkeri Portrait of a Mathematician Kustaa Inkeri is the author of significant papers on number theory especially on topics related to Fermat's Last Theorem. Finnish mathematicians know Inkeri as the founder of the school of number theory in Finland. URL: http://www.utu.fi/~taumets/inkeri.htm

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 5     81-89 of 89    Back | 1  | 2  | 3  | 4  | 5 

free hit counter