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Rado Tibor: more detail

Length and Area (Colloquium Publications) by Tibor Rado, 1948-12-31
On the Problem of Plateau (Ergebnisse der Mathematik und ihrer Grenzgebiete) by Tibor Rado, 1951
The Problem of Plateau: A Tribute to Jesse Douglas & Tibor Rado
University of Szeged Alumni: Attila József, Katalin Juhász, Peter Heszler, Zoltan Balog, Camille Sandorfy, Tibor Radó, Gábor Fodor, István Bibó
SUBHARMONIC FUNCTIONS (Ergebnisse Der Mathematik Und Ihrer Grenzgebiete band 1) by Tibor Rado, 1949
On the problem of plateau. by Tibor Radó, 1951
Length and Area American Mathematical Society Colloquim Publications Volume XXX by Tibor Rado, 1948
Continuous Transformations in Analysis: With an Introduction to Algebraic Topology (Grundlehren der mathematischen Wissenschaften) by Tibor Rado, Paul V. Reichelderfer, 1955-01-01
Magnetism: A Treatise on Modern Theory and Materials, Vol. 2B: Interactions and Metals
ON THE PROBLEM OF PLATEAU. by Tibor Rado., 1933
On the problem of Plateau [and] Subharmonic functions by Tibor Rado, 1971
Continuous transformations in analysis: With an introduction to algebraic topology (Grundlehren der mathematischen Wissenschaften) by Tibor Rado, 1955
Magnetism: A treatise on modern theory and materials by George Tibor Rado, 1963

lists with details

ivé.sk: - Ako ïalekoh¾ad: Olympus Camedia C-740 Ultra Zoom
Re plne rozlisenie, Miro Veselý, 30.07.2003 1255, Re plne rozlisenie, tibor, 30.07.2003 1359, Re aute, MaYo, 30.07.2003 0906, Fotenie, rado, 30.07.2003 0822,
http://www.zive.sk/H/TestCentrum/Ar.asp?ARI=106390&CAI=2203
ivé.sk: 5 Rokov Jednotka V IT Spravodajstve
Szabo tibor szabo@seznam.cz. Szalay Tomá zive@cpress.sk. Toman Petr ptoman Martin mvaluch@seznam.cz. Varga Peter redakcia@cpress.sk. Varga rado varga@vadium.sk.
http://www.zive.sk/autori/

Extractions: @import url("/_css/boxy.css"); @import url("/_css/mmstyle.css"); @import url("/_css/autori.css"); reklama reklama Textová verzia Spravodajstvo eLearning FWA ... Poradòa Spravodajstvo eLearning FWA ADSL ... TestCentrum Katalóg mobilov a smartphoneov Nové príspevky Katalóg produktov Fórum ... Sanosti a priania reklama Compuware Application Reliability Solutions (CARS) vnáa preh¾ad do riadenia kvality T-Systems a ST spoloène zabezpeèia sluby zákazníkom na Slovensku Emerson vlani s trbami 2,311 mld. Sk Konica Minolta technologický líder v kancelárskej technike ... ïalie tlaèové správy zive@cpress.sk Adresy zive@cpress.sk Anto Marek ... redakcia@cpress.sk reklama Rozírené h¾adanie Dátová explózia v EuroTeli - GPRS bliie a lacnejie Transcend: Trio USB k¾úèov s inou tvárou Júnová ponuka telefónov EuroTelu: 100Viac tlaèí ceny nadol Nová Nokia 3220: návrat snehuliaka ... EuroTel dnes predstaví EDGE Transcend: Trio USB k¾úèov s inou tvárou Dátová explózia v EuroTeli: Èo to bude? TechEd 2004: Rozsiahle investície do SP2 pre WinXP aj produktové prekvapenia Rugrat: prvý 64 bitový vírus pre Windows ... tudent aluje univerzitu: bol som prichytený neskoro Ste spokojný s vaim ADSL pripojením?
Extra
Here is one of those functions invented by tibor rado in the early 60s (On NonComputable Functions. Bell System Tech. J 41, 3. 1962). The function.
http://www.math.uu.se/~salling/AUTOMATATEORI_IT/Busy Beaver/BusyBeaver.html

Extractions: The Busy Beaver Problem The function In what follows consider only Turing machines which halt on blank tape and which have the single letter 1 in their tape-alphabet besides the blank symbol. Let's call such machines beavers Now define a function on the set of natural numbers as follows. For a given n , consider all beavers with n states in addition to the halting state, and let Max n ) be the maximum number of 1's that these beavers can write on the tape when run on blank tape. The problem Is there any algorithm (Turing machine) that for every n computes Max n Rado gave the answer in his paper 1962: No such algorithm (Turing machine) exists. Below I will give an outline of a proof of this incomputability result. First some remarks ... REMARK 1 Max n ) is well-defined (it exists) for every n . Why? Because for a given n there is only a finite number of beavers with n states, each beaver with a string (a finite number of 1's) as output. And among a finite number of string-lengths, there must be a maximal length. REMARK 2 Given a finite set S of numbers (measuring the string-lengths above) it is trivial to compute the maximum. On the other hand the computing matter in the busy beaver problem is not trivial at all. Why? Because the numbers in the set S is not given to us. To be more precise, these numbers are defined but not computed. They are defined as the lengths of the output-strings from the beavers with
Jyxo > Usenet > Cz.comp.linux.mandrake > Srpen 2003
lib a *.h fajly, 1.8, od 1128 do 1559, rado Varga, 3. Problém_s_kompilací, 2.8, od 1515 do 1929, tibor Pittich, 4. tisk pod Linuxem, 2.8 6.8, David Knotek, 6.
http://usenet.jyxo.cz/cz.comp.linux.mandrake/0308/

Extractions: jyxo archiv usenet linux mandrake ... automaticke odhlasovani KDE a swap oddil Ivan Bibr DVD Ripping a Mencoder? Ivan Bibr proc zustanou viset otacky u CDROM Ivan Bibr 1.8, od 06:45 do 16:30 Daniel Z¡vodsk½ lib a *.h fajly 1.8, od 11:28 do 15:59 Rado Varga prvni start mdk9.1 KDE se kousne 1.8, od 11:37 do 23:13 kowalski Navod na update kernelu Ivan Bibr Vytuhnut MDK 9.1 1.8, od 17:41 do 23:07 Radek Å up Apache nepodporuje diakritiku BOUGIes ISO image viktor.novak z ct.cz Lama dotaz, jak spustit v Mandrake sluzbu SSH 2.8, od 11:20 do 16:36 Petr Mlejnek Probl©m s kompilac ovladaÄe 2.8, od 14:49 do 19:12 Tomas Klos Probl©m_s_kompilac 2.8, od 15:15 do 19:29 Tibor Pittich tisk pod Linuxem David Knotek question Max Berlin otazka Max Berlin Opera c(esky Tom¡Å¡_Ne(mec Zakazani PHP 3.8, od 12:38 do 12:41 detailne sledovanie ftp prenosu. Slavo mam MDK 9,1 a nevim jak nainstalovat javu do opery poradi nekdo? Martin Holesz SW Raid Roman Janics audio cd, mp3 Kroko KsCD a /dev/hdc Kroko Omezeni uzivatelu pavel Vnl0dWhudXTDrQ MDK 9.1 Petr Felcan Dotaz na zjisteni kde je chyba vice z email.cz
Plateau's Problem
The Problem of Plateau A Tribute to Jesse Douglas tibor rado The Problem of Plateau A Tribute to Jesse Douglas tibor rado Written by Themistocles M
http://www.mathematicsbooks.org/Plateau's_Problem.html
Pravda.sk - Správy - Debata
reakcia. Re Spravne tibor (Sibenica, 16.05.2004 433). aj tomu zidovi Berg odkrutili hlavu (rado, 15.05.2004 1249). Amici nie sú o nic lepí ako teroristi.
http://spravy.pravda.sk/debata.asp?a=all&iddiskuse=A040515_084737_sk_svet_p01
Turingmaschine
Translate this page So dachte sich der ungarische Mathematiker tibor rado 1962 das busy-beaver- Problem aus Die gestellte Frage lautet Busy- Beaver- Problem
http://www.wuerzburg.de/gym-fkg/schule/fachber/info/turing/turing.html

Extractions: ENIGMA " von Robert Harris , als Taschenbuch bei Heyne erschienen) Eine Turingmaschine ist keine Maschine so wie eine Bohrmaschine. Sie ist auch kein Programm, sondern eher ein abstraktes Konzept . Dieses Konzept kann z.B. durch ein PASCAL- Programm simuliert werden. Ein solches Simulationsprogramm kann weiter unten auf dieser Seite downgeloaded werden. Ist der neue Zustand ein ausgezeichneter Zustand, ein Endzustand, so bleibt sie stehen. (Ausfuehrlicher und exakter kann diese Beschreibung im Buch von Schoening - siehe oben nachgelesen werden, anschaulicher und besser zu verstehen ist sie in A.K. Dewdney, "Der Turing-Omnibus", Springer-Verlag, DM 69,-)
Poradie
18, Novosad Michal, ilina, 82112, 03242, J. 19, Lence tibor, Nové Zámky, 82130, 03300, M. 36, Klco rado, Martin, 90400, 11530, M.
http://www.rlp.sk/cycling/Zazitky/maratony/fscm_1.htm

Extractions: poradie Meno a Priezvisko Mesto èas strata kategória mýkal Igor Bratislava M Maòko Peter Bratislava M Belák Raso Martin M Buchtík Jaro Trenèianske Teplice M Zánický Peter ilina M Hatala Marian Kemarok M Draho Lubo Pezinok M Klèo Jaroslav Martin M Chlebo Patrik Martin M Javorka Jozef Ruomberok M Cigánek Peter Martin M krobánek Jiøí Vsetín M Odlevák Tomá Ruomberok M Malý ¼udovít Pravenec V Kivoò Patrik Ruomberok M Sucharda Pavel Brno M Demko Martin Ruomberok J Novosad Michal ilina J Lenèe Tibor Nové Zámky M toèek Pavol Bytèa M Rajnoha Miroslav Bytèa M Bizik Peter Martin M Saloò Ivan Stará ¼ubovòa M Bystrièan Milan Ruomberok M Kaèic Peter Nové M. n V. M Bugár Július Pezinok M ichta Anton Vrútky M imák Vladimír Ruomberok M Samko Pavol Svrèinovec M Kondla Bohu Trnava M Pauk Peter Hlohovec M Petrík Marek Trnava M Halga ¼ubo Detva M Cagáò Peter Prievidza M Kurnický Mário Nové M. n V. M Klèo Rado Martin M Pilka Miroslav Pezinok M Hrtánek Frantiek Koteová M Marti Ján Bratislava M Remík Jozef Povaská Bystrica M Slanèík Milan Zvolen M Zrnek Jozef itná Radia M Hloný Frantiek ilina V Malý Milan Stará ¼ubovòa M Leigeb Richard Brno M Michnáè Jozef Turzovka M Gaoviè Milan Suchá n. Parnou
P O L J A - Br. 427
tibor, dakako, uiva u tim promjenama. Posebno rado pretrcava u hladniji dio stana, to dodatno razdrauje majku i oca, obuzete uurbanim spremanjem za
http://polja.eunet.yu/polja427/427-20.htm

Extractions: MIRIS PALJEVINE IRI se njenim nosnicama dok promatra isprekidanu putanju veæ pomalo izblijedjele trake na asfaltu. Èak i ta traka je iscrpljuje. O svemu to se dogodilo i to se zbiva opsesivno razmilja. Ali misli je uznemiruju, ne doputajuæi joj da se sabere. Kad bi barem mogla malo zastati, tek da vidi gdje to sve ide i kako æe zavriti. Ona poznaje unutarnji ivot tih dogaðaja. I to je ono to je muèi, ti unutarnji glasovi pokraj kojih je njen posve utian. Zato dolaze ba onako kako dolaze? Zato ih ne uspijeva zaustaviti ili promijeniti? Ili barem, kasnije, izbrisati. No ona zna da sve i dalje postoji, da se dogaðaji stalno roje ponad nje. Nita nikada ne nestaje, nita èak i ne umire! Opet je neto unulo iza nje u hladnjaèi. Nije se okrenula, a lako ih je mogla zamisliti da tamo sjede. A opet, u istom èasu se moe zamisliti s Robertom. Robert!
Problèmes De Hilbert - Wikipédia
Translate this page Résolu par Bieberbach en 1910. Prouver que le calcul des variations est toujours nécessairement analytique Résolu par Bernstein et tibor rado en 1929.
http://fr.wikipedia.org/wiki/ProblÃ¨mes_de_Hilbert

Extractions: Un article de Wikip©dia, l'encyclop©die libre. Lors du second congr¨s de math©matiques, tenu Paris en David Hilbert pr©senta une liste de 23 probl¨mes qui tenaient jusqu'alors les math©maticiens en ©chec. Ces probl¨mes devaient, selon Hilbert, marquer le cours des math©matiques du XXe si¨cle , et l'on peut dire aujourd'hui que cela a ©t© grandement le cas. Voici la liste de ces probl¨mes : Prouver l' hypoth¨se du continu de Cantor Ernst Zermelo prouva que l'existence de ce bon ordre est ©quivalent l' axiome du choix de Zermelo. Ainsi, le prouver revient accepter cet axiome, ce que nombre de math©maticiens refus¨rent. Alors que Hilbert pensait que ces deux probl¨mes ©taient li©s, Cohen montra qu'ils ©taient ind©pendants en montrant que l'hypoth¨se du continu de Cantor ©tait ind©cidable. Les axiomes de l' arithm©tique sont ils consistants ?
Jewish Mathematicians
Pincherle; Georg Pólya; Emil Post; Alfred Pringsheim; Hilary Putnam 13; Michael Rabin; Richard rado; tibor Radó; Marina Ratner; Robert
http://www.jinfo.org/Mathematics_Comp.html

Extractions: JEWISH MATHEMATICIANS SHORT LIST COMPREHENSIVE LIST Naum Akhiezer A. Adrian Albert Vladimir Arnold Siegfried Aronhold Giulio Ascoli Reinhold Baer Hyman Bass Richard Bellman Paul Bernays Stefan Bergman Felix Bernstein Sergei Bernstein Lipman Bers Abram Besicovitch Max Black Spencer Bloch Salomon Bochner Harald Bohr Carl Borchardt Raoul Bott Richard Brauer Felix Browder William Browder Eugenio Calabi Georg Cantor Moritz Cantor Guido Castelnuovo Gregory Chaitin Herman Chernoff Paul Cohen Richard Courant Luigi Cremona George Dantzig Martin Davis Max Dehn Persi Diaconis Roland Dobrushin Joseph Doob Jesse Douglas Vladimir Drinfeld Aryeh Dvoretsky Eugene (Evgenii) Dynkin Leon Ehrenpreis Samuel Eilenberg Albert Einstein Gotthold Eisenstein Federigo Enriques Gino Fano Herbert Federer Charles Fefferman Walter Feit Michael Fekete William Feller Adolph Fraenkel Philipp Frank Michael Freedman Hans Freudenthal Avner Friedman Guido Fubini Lazarus Fuchs Hillel Furstenberg David Gale Boris Galerkin Izrail Gelfand Alexandr Gelfond Gersonides Israel Gohberg Paul Gordan Daniel Gorenstein Mikhael Gromov
History
a partial answer to the question of Lagrangewas furnished first in 1931 by the American Jesse Douglas (1897-1965) and by the Hungarian tibor rado (1895-1965
http://www.zib.de/polthier/booklet/history.html

Extractions: Web Links History The most important minimal surfaces of the last centuries are displayed in the minimal surface exhibition. Video Examples were rare in the 18th century. At first, only a single trivial and less interesting minimal surface was known: namely, the flat surface obtained when the boundary curve lies in a plane. The French geometer and engineer Jean Baptiste Meusnier (1754-1793) furnished the first non-trivial examples of minimal surfaces: the catenoid ( Fig 9 , also called the chain surface, because it is the surface swept out when one rotates the catenary curve that corresponds to a freely hanging chain about a suitable horizontal line) and the helicoid, or screw surface in Fig 10 . The next example (cf. Fig 6 ) was first published in 1835 and was regarded as so sensational that its discoverer Heinrich Ferdinand Scherk (1798-1885), Professor at Kiel and Bremen, won a prize at the Jablonowski Society at Leipzig in 1831. The Belgian physicist Joseph Antoine Ferdinand Plateau (1801-1883), a Professor at Ghent, carried out extensive experiments with soap films in the mid-nineteenth century. Data from his accurate measurements of many surfaces served later as verification of theoretical results. Out of his investigations there developed the mathematically important conjecture that every closed boundary curve that neither touches itself nor intersects itself can be spanned by a minimal surface. The problem of finding this surface for a given boundary curve entered mathematical history as the "Plateau problem".
Welcome To My Guestbook
Je to UFB rado sld to od zaciatku congrats tibor OM3BG erkon@ba.telecom.sk NZ, Slovensko nae Sunday, October 24, 1999 at 115104 (EDT).
http://www.qsl.net/om3rdx/guestbook/guestbook.html

Extractions: Kosice, Slovakia - Tuesday, July 03, 2001 at 13:22:03 (EDT) Mili pratele, dekuji za zajimave stranky, ktere pravidelne navstevuji. Hlavni diky patri Radovi OM6KW, ktery stranky vytvari a spravuje. Tesim se rovnez na prijemna spojeni se slovenskymi radioamatery. Moje manzelka je ze Slovenska pobliz Myjavy a tak obcas zavitam i na Slovensko. Josef OK1RV
INSTITUTO ARGENTINO DE MATEMÁTICA
rado, T.; Reichelderfer, PV. Continuous transformations in analysis, with an introduction to algebraic topology. Springer. Berlin 1955. Radó, tibor. Radó, tibor.
http://www.iam.conicet.gov.ar/Biblioteca/BD-LIBROS-R.html

Extractions: INSTITUTO ARGENTINO DE MATEMÁTICA BIBLIOTECA LIBRARY Base de Datos de Libros Books Data Base - R - Rabaté, G. Bouligand, G.; Rabaté, G. Initiation aux méthodes vectorielles et aux applications géométriques de l'analysis Vuibert. Paris 1926 Rabenstein, Albert L. Rabenstein, Albert L. Introduction to ordinary differential equations Academic press. New York 1966 Racah, G. Fano, U.; Racah, G. Irreducible tensorial sets Academic Press. New York 1959 Racine, E. Margerie, C.; Racine, E. Traite de Geometrie Descriptive G. Masson. París 1983-00-00 Ractliffe, J. F. Ractliffe, J. F. Elements of mathematical statistics Oxford University press. London 1962 Rademacher, Hans Rademacher, Hans Lectures on elemntary number theory Blaisdell. New York 1964 Rademacher, Hans The enjoyment of mathematics, selections from mathematics for the amateur University press. Princeton, N. J. 1957 Rademacher, Hans Collected papers MIT press. Cambridge, Mass.; London 1974 Radkevic, E. V. Oleinik, O. A.; Radkevic, E. V. Second order equations with nonnegative characteristic form American Mathematical Society. Providence, R. I.Plenum press. New York and London 1973
Lebensdaten Von Mathematikern
Translate this page Rademacher, Hans (1892 - 1969) rado, Richard (1906 - 1989) rado, tibor (2.6.1895 - 12.12.1965) radon, Johann (16.12.1887 - 25.5.1956) Rahn, Johann (1622 - 1676
http://www.mathe.tu-freiberg.de/~hebisch/cafe/lebensdaten.html

Extractions: Marc Cohn Dies ist eine Sammlung, die aus verschiedenen Quellen stammt, u. a. aus Jean Dieudonne, Geschichte der Mathematik, 1700 - 1900, VEB Deutscher Verlag der Wissenschaften, Berlin 1985. Helmut Gericke, Mathematik in Antike und Orient - Mathematik im Abendland, Fourier Verlag, Wiesbaden 1992. Otto Toeplitz, Die Entwicklung der Infinitesimalrechnung, Springer, Berlin 1949. MacTutor History of Mathematics archive A B C ... Z Abbe, Ernst (1840 - 1909)
Computer Science & 3D Modeling - Math & Computer Homework For Members
Here, we are using the Busy Beaver number sequence devised by tibor rado, and based on Alan Turing s infinite runtime problem (also known as rado s Sigma
http://forum.pcvsconsole.com/viewthread.php?tid=1936&page=10
Augustové Koncerty, O Ktorých By Ste Mali Vedie... [music.box.sk]
zaciatok o 21.hod Deep motion (Crumb benchmark/sk + rado Rovny - direct/sk); Bratislava - Azyl; zaciatok o 21.30 hod Standa (Dalo, tibor); Bratislava - U
http://music.box.sk/news.php3?id=7986
(Anti)slikar Bada Dada
Taj drugi je tibor Bada, poznatiji kao Bada Dada ove planete, ismeva poznate zvezde i junake, Supermena, kungfu borce i bokserske ampione, ali zato rado i sa
http://www.artmagazin.co.yu/andrej/005.htm

Extractions: Iz sadr¾aja Rubrika Andreja Ti¹me U prethodnom napisu rekao sam da u Novom Sadu cenim samo jednog jedinog slikara, eventualno dva, do tri. Taj drugi je Tibor Bada, poznatiji kao Bada Dada. Da li je on uop¹te slikar? Pre bih ga definisao kao anti-slikara, jer njegov umetnièki program je ru¹enje svega ¹to mu je prethodilo, taènije to je ismevanje slikarstva, veoma duhovito, izrugivanje, pa i vreðanje neprikosnovenih velièina. Meðutim ovaj mladi umetnik ipak vuèe èetkom i bojom po povr¹ini platna ili kartona, te je ipak slikar. Dakle, za¹to tako jako cenim Bada Dadu i njegovu umetnot? Pa Bada je neodoljiv. Toliko iskrenosti, duha, dosetki, nekonvencionalnosti, kreativne "otkaèenosti" nisam sreo ni kod jednog drugog novosadskog slikara. Ba¹ u tom dadaistièkom fazonu, kako mu i nadimak govori, Bada Dada ne po¹tuje nikakve autoritete, velièine, pravila ili ljudsku logiku. On na svojim slikama ismeva malograðan¹tinu, karijerizam, kiè ukus veæine stanovnika ove planete, ismeva poznate zvezde i junake, Supermena, kung-fu borce i bokserske ¹ampione, ali zato rado i sa nagla¹enom emotivno¹æu slika pingvine, leteæe svinje i svoga psa Piciku (koji dok vr¹i nu¾du zami¹lja d¾inovske kosti kako se pomaljaju iznad horizonta). Bada u svoje slike èesto ubacuje reèi, natpise ili reèenice. A kada se pojave njegovi omiljeni izrazi "destrukcija", anarhija", "dekadencija"... onda i oni deluju bezazleno, jer Bada Dada i njih izvrgava ruglu. Pogaðate da u Badinom slikarstvu nema lepote, sklada, poetiènosti, dopadljivosti... Njegove slike su sve, samo ne lepe. Kod Bade je va¾na prièa koju slika sadr¾i, a te prièe uglavnom sam umetnik najbolje ume da isprièa, i rado to èini.
Supisky 2003/04
1. Mada Peter 2. Labda Milan 3. Láni tibor 4. Kubinda Ján KlubGEOLÓG VTJ RONAVA B 1. Gallo Gregor 2. Babic rado 3. Balog
http://www.sstz.sk/Sutaze/supisky2003-04.htm

Extractions: S úpisky pre súaný roèník 2003/04 extraliga mui extraliga eny 1.liga mui západ 1.liga mui východ ... 1.liga dorastenky EXTRALIGA MUI Klub:MSK MAREKA MALACKY A 1. Palovèík Martin 2. Palèek Martin 3. Marek Patrik 4. Gasymov Elèhin 5. Ondrejièka Igor 6. Rená Pavlína 7. Rajtoková Pavlína Klub:MSK MAREKA MALACKY B 1. Saprikyn Alexander 2. Gajdo Martin 3. Bednár Ján 4. Laczo Marcel 5. Novota Samuel 6. Lazarèíková Simona 7. Daubnerová Andrea Klub:KST MICHALOVCE 1. Guman Stanislav 2. Dzelinský Andrej 3. Kaèák ¼ubomír 4. Jakuev Alexander 5. inkar Dimitrij 6. Blako Jozef 7. Senkuliè Patrik 8. Zausin Juraj 9. Sokologorský Tomá 10. Gajdo tefan 11. Mrug Ladislav Klub:GEOLÓG VTJ ROÒAVA 1. Kováè Ján 2. Ondis Jozef 3. Blaòár Frantiek 4. Repaský Peter 5. Gallo Gregor 6. Babiè Radovan 7. Balog Roland 8. Gallo Zoltán 9. Gallo Ján 10. Kováè Milan 11. Leitner ¼ubomír
Citations Adaptive Individuals In Evolving Populations Models
In 1962, tibor rado proposed this problem in the context of the existence of non computable functions rado, 1962 It can be defined as follows suppose a
http://citeseer.ist.psu.edu/context/60233/0

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