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

41. Professor Jeff Cheeger To Deliver 1998 Rado Lectures By Zbigniew Fiedorowicz
spaces and a generalization of Rademacher s theorem The rado Lectures were established by The Ohio State University to honor the memory of tibor rado, who was
http://mathforum.org/epigone/sci.math.research/tangzhoprex
Professor Jeff Cheeger to deliver 1998 Rado Lectures by Zbigniew Fiedorowicz
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Subject: Professor Jeff Cheeger to deliver 1998 Rado Lectures Author: fiedorow@math.ohio-state.edu Organization: Department of Mathematics Date: http://www.math.ohio-state.edu/cheeger/ The Department would also like to take this opportunity to announce its Colloquium Lecture schedule for the fall: October 1, 1998 Vishwa Chander Dumir, Center of Advanced Studies, Punjab University Title: "View Obstruction Problems and their Generalizations" October 8, 1998 Serguei Novikov, University of Maryland Title: "Operators on Graphs and Symplectic Geometry" October 29, 1998 Alain Connes, Collège de France, IHES, The Ohio State University November 5, 1998 Vera Pless, University of Illinois at Chicago November 12, 1998 Gregory Margulis, Yale December 3, 1998 Karen Vogtmann, Cornell University Updated information about our Colloquium schedule may be found at the URL: http://www.math.ohio-state.edu/colloquium/

42. Index
Translate this page Problemklasse Prodekan Projektionsfunktion Prädikat Prädikat mu-rekursives primitiv rekursives Putnam Quicksort rado rado, tibor Rechts-Suchmaschine
http://users.informatik.fh-hamburg.de/~voeller/th/thinf/node34.html

[ Inhalt ]

Next: Literatur Up: Theoretische Informatik Previous: NP-vollständige Probleme
Index
-Operator
-Operator
unbeschränkter
-Operator
eingeschränkter
-rekursive Funktion
-rekursives Prädikat
absolut entscheidbar
abzählbar
Abzählbarkeit
Ackermann ...
Aufzählverfahren
Automat
endlicher
Band
Bandalphabet
Bandinschrift ...
Church-Turing-These
Cook
Satz von
Cook, Steven
Davis
DEA ...
fleißiger Biber
Funktion
-rekursive
berechenbare
charakteristische
ggt
Green, M.W. ...
Matrixmultiplikation
Menge
aufzählbare
Multiplikation
Nachfolgerfunktion
Negation ...
Prädikat
Prädikat
mu -rekursives
primitiv rekursives
Putnam ...
überabzählbar

Next: Literatur Up: Theoretische Informatik Previous: NP-vollständige Probleme
Prof. Dr. Reinhard Völler

43. Ra, Sun (orig. Le Sony R Ra) US Jazz Musician _1915-1993 Raab
of India 19621967 _1888-1975 Radner, Gilda US actress comedienne; starred in show Saturday Night Live 1975-1980 _1946-1989 rado, tibor US (Hung.-born) math
http://world.std.com/obi/Biographical/biog_dict.r

44. Editeur - Chelsea Publishing Company
Translate this page publishing company , 1974, XII-143 p. SUBHARMONIC FUNCTIONS, Livre. rado,tibor NEW YORK Chelsea publishing company , 1949, IV-56.
http://www.math.univ-rennes1.fr/bibli/catalogue/Reference.htm?numrec=19191236891

45. MIKONA 2002
No a klasika rely aspom pre mna István radoToth tibor obaja so slovenskou licenciou.Peter Haluška-Vladimír Marinica, Kovác-Mutnanský, Radim Špurek
http://www.mickova.szm.sk/mikona2002.htm
MIKONA 2002 Rozbor 2- dolenižšie pokraèovanie. Tento obrázok hore je z portálu rally.sk- zdroj uvedený. Tam som si vèera pozrela aj Zoznam prihlásených na III. roèník Mikona Rally. Termín konania 5 - 6. 10. 2002 No poh¾ad je to pekný, hlavne ako sa povie pre nás fandov rely. Je to doslovne štrúd¾a. No 85 prihlásených je pekné èíslo. Len by aj všetci prišli. Ale tu tak trochu netradiène v tomto roku na jednotke nie Tibor Cserhalmi ako sme si už tento rok zvykli ale Janusz Kulig - Jaroslav Baran na Forde Focus WRC Jolly Clubu. Hádam nerobím preklepy hneï na úvod. Budem si dáva pozor. Takže jednotka na prihláške PL posádka, potom 2X CZ Václav Pech - Petr Uhel na Forde tak isto WRC A8 s prioritou FIA B. S tou ešte aj TomᚠHrdinka - Petr Gros na Subaru Impreza WRC A8-FIA B. 4. miesto: Tibor Cserhalmi - Karol Bodnár na Škoda Octávia WRC evo 2 A8 FIA B. 5. Jindrih Štolfa - TomᚠSinger na Nissan Almera - Roto Plzeò A7 ale aj FIA B. 6. Emil Triner - Ján Pícha na Seat Cordoba WRC A8 FIA B. Z A8-mièkových vozov ešte Štepán Vojtech na Toyota Corolla WRC, tak isto aj Felice RE - Piere Luigi Adamoli ale s talianskou licenciou ale za Mikona Slovnaft rally team.. Ostatné vrcká pre mòa viac menej neznáme, teda ešte snáï Jan Kopecký ( asi mladší ) - Filip Schovánek na Toyote Corolla WRC za Matador Czech National Team. No treba si to tam ís pozrie. Ja si tu vidím aj pod èíslom 81 posádku

46. Motospec.pl
miejsce w klasyfikacji generalnej i drugie w klasie N2. Polacy stracili 2 minuty i 12,5 sekundy do pierwszej zalogi klasy N-2 Istvan rado / tibor Horvath.
http://www.motospec.pl/news_010901_01.html
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Tuning ... Auto galeria Rajdy Klasyfikacje Zawodnicy Bezpieczeñstwo Galeria ... Jak zacz±æ Przegl±d stron Motoryzacja Rajdy Polityka Muzyka ... Kultura Z ostatniej chwili... document.write(getdate(DDMMYY)); 2. Rajd Hurbanovo - pierwszy Kulig. Dzi¶ odby³ siê 2. Rajd Hurbanovo - eliminacja Rajdowych Mistrzostw S³owacji. Rajd wygra³ Janusz Kulig z Emilem Horniackiem jad±cy Toyot± Coroll± WRC. Mistrz Polski zdeklasowa³ rywali osi±gaj±c na mecie prawie 9,5 minuty przewagi nad drugim w klasyfikacji generalnej Vaclavem Pechem jad±cym N-grupowym Subaru Impreza. Ten m³ody czeski kierowca zajmuj±c drugie miejsce w generalce wygra³ jednocze¶nie klasyfikacjê gru- py N. Trzecie miejsce zajêli S³owacy Peter Mate i Karol Bodnar w N-grupowym Mitsubishi Lancer evo IV. Druga polska za³oga Dariusz Chudobiñski / Przemys³aw Szulc startuj±ca w tym rajdzie Peugeot'em 106 Rallye zajê³a doskona³e ósme miejsce w klasyfikacji generalnej i drugie w klasie N-2. Polacy stracili 2 minuty i 12,5 sekundy do pierwszej za³ogi klasy N-2 Istvan Rado / Tibor Horvath.

47. MathePrisma: Beispielseite
Translate this page Turingmaschine (Abspann 1 ). Im Jahre 1962 stellte der ungarische Mathematiker tibor rado das Fleißige-Biber-Problem vor. Die Busy- Beaver- Funktion.
http://www.matheprisma.uni-wuppertal.de/Module/Turing/Kapitel14.htm
Turingmaschine (Abspann
Die Busy-
Beaver-
Funktion Beachte: Die Turingmaschine muss irgendwann stoppen! Rado konnte beweisen, dass diese Funktion nicht berechenbar Einsen auf das Band schreiben kann! Max. Anzahl Einsen auf dem Band mindestens 4098 mindestens 95.524.079 Halteproblems
Seite 15/17

48. EducETH - Teaching And Learning - Informatik: Unterrichtsmaterialien - Programmi
Translate this page Von tibor rado (1962) stammt ein Beispiel einer einfachen nicht-berechenbaren Funktion. Für eine gegebene Anzahl n betrachtet man
http://www.educeth.ch/informatik/karatojava/kara/karafuerprofis.html
Informatik auf EducETH Home Info Kontakt ... Suchen Programmieren lernen mit Kara KaraToJava Lernprogramme Gruppenarbeiten
Programmieren
... FAQ
Ein Beitrag von Computing Computing , Band 47, pages 235-246, 1992. Kara, die Ameise
Quellen: Kara, der fleissige Biber
n betrachtet man Turing-Maschinen mit n S(n) n n (ab 5, 6, ...) ist der Wert von S(n) nicht bekannt. f n . Das heisst, S(n) Quellen:
  • Tibor Rado: On Non-Computable Functions, The Bell System Technical Journal, vol. XLI, no. 3, May 1962, pp. 877-884. Heiner Marxen, Tabelle mit den bisher bekannten Zahlen zu fleissigen Bibern:
    Heiner Marxen, Jürgen Buntrock: Attacking the Busy Beaver 5, Bulletin of the EATCS, Number 40, February 1990, pp. 247-251, [ISSN 0252-9742]

49. Le Plus Grand Entier ?
Translate this page Et voici la definition de la fonction de rado, inventée par le mathématicien tibor rado, et souvent notée sigma(n) sigma(n) = le plus grand nombre que
http://membres.lycos.fr/boisse/maths/plusGrandEntier.html
scientific american un milliard de dollars
, ce qui est la plus grande valeur affichable sur une calculette scientifique. En fait, si on se souvient (!) de la formule de stirling : n! ~ sqrt(2 pi n) * (n/e) n On a log(n!) ~ log(n) /2 + n * (log(n) -1) ~ n*log(n) pour de grands n : donc log(9!!) ~ 9! x log(9!) = 4x10
je propose le nombre f(f(f(9))) de f, n fois : g(n) = f(f(...(f(n))..) avec n fois la lettre f. g(0) = 9 (par exemple)
pour tout n > 0, g(n) = f(g(n-1)).
Tours de puissances
tours de puissances : On peut noter :
  • 2^n = 2 n 2^^(n-1) 2^^^(n-1) 2^^^^n = ... etc.
fonction d'ackerman
La fonction d'ackerman
  • a(0,n) = n+1 pour tout n > 0, a(n,0) = a(n-1, 1). pour tout n > et tout m > 0, a(n,m) = a(n-1, a(n, m-1))
Amusons nous a calculer ackerman(2) = a(2,2) : a(2,2) = a(1, a(2, 1)) : il faut donc calculer a(2,1) a(2,1) = a(1, a(2, 0)) : il faut donc calculer a(2, 0) a(2,0) = a(1, 1) : il faut donc calculer a(1,1) a(1,1) = a(0, a(1, 0)) : il faut donc calculer a(1,0) a(1,0) = a(0, 1) = 2

50. The Linux 1999-February Archive By Author
linux Problem Miro Bobovsky; linux LDP rado Bonk; linux linux OKI Page 4w Jan Kudlicka; linux Elektronika Jan Kudlicka; linux monkey rh5 tibor Kurina;
http://lists.linux.sk/pipermail/linux/1999-February/author.html
1999-February Archives by Author
Starting: Mon Feb 1 06:26:14 1999
Ending: Sun Feb 28 21:46:35 1999
Messages:

51. The Linux 1999-February Archive By Date
Vartik; linux kompiler Jan Prokop; linux exploit rado; linux DNS Robert Kobela; linux Kompilovanie diald tibor Pittich; linux
http://lists.linux.sk/pipermail/linux/1999-February/date.html
1999-February Archives by Date
Starting: Mon Feb 1 06:26:14 1999
Ending: Sun Feb 28 21:46:35 1999
Messages:

52. Laura Fermi: Illustrious Immigrants - Hungarian
111. Paul Erdös and Cornelius Lanczos hold degrees from the University of Budapest; George Polya, tibor rado, Otto Szasz, and Gabor Szegö; studied at the
http://www.bibl.u-szeged.hu/ha/emigracio/fermi3.html
HUNGARIANS
In my search for clues to the mystery of Hungarian talent I talked to so many Hungarians and heard mention of so many more that I gained the impression of a large representation in the cultural wave. But I must have confused quality with quantity. Though they constitute the fourth largest national group the Hungarians in my file are fewer than a hundred, about 5 per cent of the total wave. They themselves explain that they seem more numerous because they have the gift of ubiquity - and some do seem to be in more than one place at the same time - which multiplies the effect of their presence. Indeed, they travel so frequently, so fast, and so unexpectedly that there is certain ground for this belief. But there may be a better explanation. Hungarian intellectuals began to emigrate earlier than those from Not all the early Hungarian emigrants came directly to this country. Among those who did not, there were many students who sought to finish their education outside Hungary: while the Hungarian gymnasiums were excellent the universities were poor and the numerus clausus excluded from them all but 5 per cent of the Jewish students. German universities were the most favored by Hungarians, though some students went to Austria, Czechoslovakia, and elsewhere. The fact that many went to Germany was ground for a casual remark made recently by one of my Hungarian friends: "Why make so much fuss about the Hungarians? They were all educated in Germany anyhow." But this is too broad a generalization.

53. Rado ProduktNEWS.de
Translate this page Continuous Transformations in analysis Autor ·tibor Rad der S?awen Zum Ged?tnis von Nikola Pribic (1913 - 1992) Autor ·Gerhard / Pribic, rado Grimm ·Gerhard
http://www.produktnews.de/tree/22244.shtml
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54. InZine
Sexuologická poradna. 3. rado Ondrejícek Na Tatru 603 sa nic nechytá. cyrax napísal(a) wilsonic. Vela stastia tibor, spravny pristup! 6.11.2003 121805.
http://www.inzine.sk/article_reactions.asp?art=10085

55. The Busy Beaver Problem : A NEW MILLENNIUM ATTACK
The Busy Beaver Problem. Considering the definition of a Turing Machine above, we can now define the Busy Beaver function, invented by tibor rado around 1960.
http://www.cs.rpi.edu/~kelleo/busybeaver/problem.html
The Busy Beaver Problem A NEW MILLENNIUM ATTACK Background - Turing Machines and what they are Comprehension of the Busy Beaver problem requires a conceptual understanding of what a turing machine is and does. In short, a turing machine is an abstract model of computation that encapsulates the definition of computability. More formally, a turing machine is structured with the following components:
  • A finite set of states - the machine can only be in one state at a time during execution A finite alphabet which the machine operates on A finite set of instructions An infinitely long tape of characters from the finite alphabet which maintains a current read-position that moves back and forth along the tape according to the instructions
  • Each instruction takes the following format: (current state, current symbol, new state, new symbol, move) where the current state is the state that the machine is currently in and current symbol is the symbol corresponding to the position of the read head on the tape. Execution of the instruction moves the machine to the new state, replaces the current symbol on the tape with the new symbol, and then moves the read head position left or right according to the value of move. A Turing Machine, therefore, takes a set of characters and current position on the tape as input and transforms the tape according to its instruction set. The machine halts when it reaches either a state, symbol pair for which there is no corresponding instruction, or it transitions into a explicitly defined halt state.

    56. Back To Zentralblatt MATH Pages
    Zbl 100.01902 • Erdös, Paul; Ko, Chao; rado, R. , Intersection theorems for systems Zbl 101.41001 • Erdös, Paul; Gallai, tibor , On the minimal number of
    http://www.zblmath.fiz-karlsruhe.de/MATH/text/general/general/erdos/extrram.htm
    Back to Zentralblatt MATH Pages
    CD-ROM published
    on the occasion of the
    ICM 1998 in Berlin
    Zentralblatt MATH
    Publications in on Extremal Problems and Ramsey Theory Zbl 032.19203 Some remarks on the theory of graphs.
    Bull. Am. Math. Soc. 53, 292-294 (1947). [Reviewer: Zbl 038.15301 A combinatorial theorem.
    J. London Math. Soc. 25, 249-255 (1950). [Reviewer: Rohrbach (Mainz) Zbl 048.28203 Combinatorial theorems on classifications of subsets of a given set.
    Proc. Lond. Math. Soc., III. Ser. 2, 417-439 (1952). [Reviewer: H.Rohrbach Zbl 071.05105 A partition calculus in set theory.
    Bull. Am. Math. Soc. 62, 427-489 (1956). [Reviewer: G.Kurepa Zbl 084.19701 Partition relations connected with the chromatic number of graphs.
    J. London Math. Soc. 34, 63-72 (1959). [Reviewer: Zbl 084.39602 Graph theory and probability.
    Can. J. Math. 11, 34-38 (1959). [Reviewer: Zbl 088.15701 Remarks on a theorem of Ramsey.
    Bull. Res. Council Israel, Sect. F 7, 21-24 (1957). [Reviewer: Th.Kaluza Zbl 090.39401 On maximal paths and circuits of graphs.
    Acta Math. Acad. Sci. Hung. 10, 337-356 (1959). [Reviewer:

    57. Mail Index
    From rado Zoltan rado@zeus.banki.hu . Re aqual 200 lityis fémvázas aki Zsolt majorzs@engineer.com . aqua-l teknosbeka From Bicsak tibor el_gh@nextra
    http://listserv.externet.hu/lists/aquarium/0001/
    Mail Index

    58. Mail Index
    From Oláh tibor otibi@freemail.hu . aqual Tropheus From Oláh tibor otibi@freemail Biro Tamas birot@edasz.hu . Re aqua-l vitorl s From rado Zoltan rado
    http://listserv.externet.hu/lists/aquarium/9912/
    Mail Index

    59. Bounding The Shift Function
    noncomputable. Reference. tibor rado (1962). On noncomputable functions. The Bell System Technical Journal, Vol.41, pp.877-884.
    http://condor.stcloudstate.edu/~julstrom/other_abstracts/sccs93.html
    Bounding the Shift Function with
    the Busy Beaver Function
    Bryant A. Julstrom
    Department of Computer Science
    St. Cloud State University
    St. Cloud, MN 56301
    julstrom@eeyore.stcloudstate.edu
    Abstract
    Consider Turing machines that read and write the symbols 1 and on a one-dimensional tape that is infinite in both directions, write and shift on each transition, and halt when started on a tape containing all 0s. The Busy Beaver function Sigma( n ) is the maximum number of 1s such a machine, with n states, may leave on its tape when it halts; the Busy Beaver problem is to identify values of Sigma( n ) for n = 1, 2, 3, . . . [Rado, 1962]. The shift function S(n) is the maximum number of moves such a machine may make before halting. Both Sigma( n ) and S(n) are noncomputable; that is, no algorithms can evaluate them. This paper applies an interesting construction to prove that Sigma(3 n +4). It uses this result to relate the noncomputability of the Busy Beaver and shift functions to the undecidability of the halting problem. The construction used in the proof enables demonstrations that several other functions are noncomputable.
    Reference
    Tibor Rado (1962). On non-computable functions.

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