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         Peano Giuseppe:     more books (64)
  1. Peano: Life and Works of Giuseppe Peano (Studies in the History of Modern Science)
  2. Geometric Calculus: According to the Ausdehnungslehre of H. Grassmann by Giuseppe Peano, 1999-10-29
  3. Selected Works of Giuseppe Peano Translated [from the Italian] by Giuseppe Peano, 1973
  4. Aritmetica Generale E Algebra Elementare (Italian Edition) by Giuseppe Peano, 2010-04-03
  5. The Structure of Models of Peano Arithmetic (Oxford Logic Guides) by Roman Kossak, Jim Schmerl, 2006-09-14
  6. Calcolo Differenziale E Principii Di Calcolo Integrale (1884) (Italian Edition) by Angelo Genocchi, 2010-09-10
  7. Formulaire De Mathématiques, Volume 4 (French Edition) by Giuseppe Peano, 2010-02-24
  8. Formulaire De Mathématiques, Volume 3 (French Edition) by Giuseppe Peano, 2010-04-02
  9. Formulaire De Mathématiques, Volume 1 (French Edition) by Giuseppe Peano, 2010-01-10
  10. Die Grundzüge Des Geometrischen Calculs (German Edition) by Giuseppe Peano, 2010-05-25
  11. Die Grundzuge Des Geometrischen Calculs (1891) (German Edition) by Giuseppe Peano, 2010-05-23
  12. Gli Elementi Di Calcolo Geometrico (1891) (Italian Edition) by Giuseppe Peano, 2010-05-23
  13. Applicazioni Geometriche Del Calcolo Infinitesimale (Italian Edition) by Giuseppe Peano, 2010-04-08
  14. Rivista Di Matematica, Volumes 6-7 (French Edition) by Giuseppe Peano, 2010-02-23

1. Giuseppe Peano Store
Giuseppe Peano Listing of 7 Giuseppe Peano items available for purchase at our online store. Click here for Giuseppe Peano and Giuseppe Peano related products. Giuseppe Peano Store. Buy Giuseppe Peano books and other Mathematician Biographies products online! Choose from 7 Giuseppe Peano items in-stock as of 10-5-2003
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2. Guiseppe Peano
GIUSEPPE PEANO. ( 1858 1932) Giuseppe Peano was an Italian mathematician and logician. He was the great master of the art of formal reasoning and was Professor of the University of Turin.
http://www.engr.iupui.edu/~orr/webpages/cpt120/mathbios/gepeano.htm
GIUSEPPE PEANO Giuseppe Peano was an Italian mathematician and logician. He was the great master of the art of formal reasoning and was Professor of the University of Turin. His work was motivated by a desire to express all mathematics in terms of a logical calculus. He is noted particularly for his researches in vector algebra and formal logic. He reduced the greater part of mathematics to strict symbolic form, in which there are no words at all. The symbolism of his ideographic language was widely adopted by mathematical logicians because of its simplicity. Around 1900, Peano invented a new system of symbols for use in symbolic logic. This enormously increased the range of symbolic logic by introducing symbols to represent other logical notions, such as: "is contained in," "the aggregate of all x's such that," "there exists," "is a," "the only," etc. Peano is well-known for his work Formulario Mathematico in which he formulated the set of nonnegative integers on the basis of three undefined terms: (zero), number and successor. This is known as Peano's Axiom System As A Basis For Mathematics. Peano devised a postulate system from which the entire arithmetic of the natural numbers can be derived. The primitives of this system are the terms mentioned above (0, number and successor). No definition of these terms is given within the theory, but the symbol "0" is intended to designate the number zero in its usual meaning and the term "number" is meant to refer to the natural numbers 0, 1, 2, 3 ..., exclusively. By the successor of a natural number n, which will be called n', is meant the natural number immediately following n in the natural order. Peano's system contains the following five postulates:

3. Peano
Giuseppe Peano. Giuseppe Peano s parents worked on a farm and Giuseppewas born in the farmhouse Tetto Galant about 5 km from Cuneo.
http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Peano.html
Giuseppe Peano
Born: 27 Aug 1858 in Cuneo, Piemonte, Italy
Died: 20 April 1932 in Turin, Italy
Click the picture above
to see two larger pictures Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index
Giuseppe Peano 's parents worked on a farm and Giuseppe was born in the farmhouse 'Tetto Galant' about 5 km from Cuneo. He attended the village school in Spinetta then he moved up to the school in Cuneo, making the 5km journey there and back on foot every day. His parents bought a house in Cuneo but his father continued to work the fields at Tetto Galant with the help of a brother and sister of Giuseppe, while his mother stayed in Cuneo with Giuseppe and his older brother. Giuseppe's mother had a brother who was a priest and lawyer in Turin and, when he realised that Giuseppe was a very talented child, he took him to Turin in 1870 for his secondary schooling and to prepare him for university studies. Giuseppe took exams at Ginnasio Cavour in 1873 and then was a pupil at Liceo Cavour from where he graduated in 1876 and, in that year, he entered the University of Turin. Among Peano's teachers in his first year at the University of Turin was D'Ovidio who taught him analytic geometry and algebra. In his second year he was taught calculus by Angelo

4. Poster Of Peano
Giuseppe Peano. lived from 1858 to 1932. Peano was the founder of symboliclogic and his interests centred on the foundations of mathematics
http://www-gap.dcs.st-and.ac.uk/~history/Posters2/Peano.html
Giuseppe Peano lived from 1858 to 1932 Peano was the founder of symbolic logic and his interests centred on the foundations of mathematics and on the development of a formal logical language. Find out more at
http://www-history.mcs.st-andrews.ac.uk/history/
Mathematicians/Peano.html

5. Giuseppe Peano - Wikipedia
Giuseppe Peano. De Wikipedia, le encyclopedia libere. PEANO, Giuseppe, (Cuneo, Italia, 18581932 peano giuseppe ( 1858-1932) nasceva al ferma Tetto Galant presso 5km de Cuneo, Italia
http://ia.wikipedia.org/wiki/Giuseppe_Peano
Giuseppe Peano
De Wikipedia, le encyclopedia libere.
PEANO, Giuseppe , (Cuneo, Italia,
  • Mathematico e linguista italian. Un del originatores del scientia de logica symbolic. In linguistica ille publicava le lingua auxiliar international, Latino sine Flexione anque appellate como Interlingua
Exegese: Peano Giuseppe (1858-1932) nasceva al ferma Tetto Galant presso 5km de Cuneo Italia , in . Su parentes travaliava al ferma. Ille vadeva al schola del villa in Spinetta e depois ille vadeva al schola in Cuneo , viagiante le cinque kilometros a la e de volta a pede cata die. Su parentes comprava un casa in Cuneo ma su patre continuava cata die a travaliar in le campos de Tetto Galant con le adjuta de un fratre e soror de Giuseppe, durante que su matre restava in Cuneo con Giuseppe e su fratre major. Le matre de Giuseppe habeva un fratre qui esseva prestre e advocato in Turino, e quando ille realisava que Giuseppe habeva multe talento ille prendeva le a Turino con ille pro ir al schola secundari e preparar le pro le studios universitari. Giuseppe prendeva le examines al Ginnasio Cavour in e tunc deveniva un pupilo al Liceo Cavour ab ille se graduava in e, in ille anno, ille entrava al

6. Biogragpy Of Giuseppe Peano TITLE
1932 in Turin, Italy. GIUSEPPE PEANO. peano giuseppe s mother had a brotherwho was a priest and lawyer in Turin. He realized that Peano
http://www.andrews.edu/~calkins/math/biograph/biopeano.htm
Back to the Table of Contents.
Biographies of Mathematicians - Peano
Born: Augest 27, 1858 in Cuneo, Piemonte, Italy
Died: April 20, 1932 in Turin, Italy
... Genocchi died in 1889 and Peano expected to be appointed to fill his chair. He wrote to Casorati, who he believed to be part of the appointing committee, for information only to discover that there was a delay due to the difficulty of finding enough members to act on the committee. Casorati had been approached but his health was not up to the task. Before the appointment could be made Peano published another stunning result.
He invented 'space-filling' curves in 1890, these are continuous surjective mappings from [0,1] onto the unit square. Hilbert, in 1891, described similar space-filling curves. It had been thought that such curves could not exist. Cantor had shown that there is a bijection between the interval [0,1] and the unit square but, shortly after, Netto had proved that such a bijection cannot be continuous. Peano's continuous space-filling curves cannot be 1-1 of course, otherwise Netto's theorem would be contradicted. Hausdorff wrote of Peano's result in in 1914: This is one of the most remarkable facts of set theory.

7. Giuseppe Peano - Wikipedia
Giuseppe Peano. De Wikipedia, le encyclopedia libere. PEANO, Giuseppe, (Cuneo, Italia, 18581932 peano giuseppe ( 1858-1932) nasceva al ferma Tetto Galant presso 5km de Cuneo, Italia
http://ia.wikipedia.org/wiki.cgi?Giuseppe_Peano

8. Peano Giuseppe From FOLDOC
peano giuseppe. history of philosophy, biography Italian mathematicianand logician (18581932) who formalized Dedekind s insight
http://www.swif.uniba.it/lei/foldop/foldoc.cgi?Peano Giuseppe

9. Peano From FOLDOC
peano giuseppe. history of philosophy, biography Italian mathematicianand logician (18581932) who formalized Dedekind s insight
http://www.swif.uniba.it/lei/foldop/foldoc.cgi?Peano

10. Peano
Translate this page peano giuseppe. 1858 - 1932. Este matemático inventó un sistema de signos quepermiten enunciar las proposiciones lógicas y matemáticas, la pasigrafía.
http://www.sectormatematica.cl/biografias/peano.htm
Peano Giuseppe Este matemático inventó un sistema de signos que permiten enunciar las proposiciones lógicas y matemáticas, la pasigrafía. Los axiomas de Peano, año 1889, enunciaban: 1. Cero, representado 0, es un entero natural. 2. A todo x perteneciente a N se le puede asociar un elemento determinado de N, representado por x' y que se denomina "el siguiente de x"; se establece que 0' = 1. 3. no es el siguiente de ningún x perteneciente a N. 4. Dos números enteros naturales a y b que tienen el mismo siguiente x', son iguales. 5. Sea A un subconjunto de N que contiene y tal que si x pertenece a A entonces x' pertenece a A a su vez: en este caso A es igual a N. (Axioma de Recurrencia o de Inducción Completa)

11. Peano
Translate this page peano giuseppe, italien, 1858-1932. Ce célèbre mathématicien italien,également linguiste (il tenta de faire ratifier une langue
http://www.sciences-en-ligne.com/momo/chronomath/chrono1/Peano.html
PEANO Giuseppe, italien, 1858-1932 N pour les nombres entiers naturels ( naturale Q pour les nombres rationnels -les fractions- autrement dit les quotients ( quoziente ). On lui doit aussi (1888) la notion d' espace vectoriel Grassmann C'est Hilbert espace vectoriel sur un corps abstrait. Notations ensemblistes : On lui doit :
  • les symboles ensemblistes , (en fait, le signe , que Peirce , le signe de Peano signifiait aussi, et signifie encore, l'implication logique). A par exemple : Z Q R. faisant suite aux travaux de Dedekind N dans R , compte tenu de son axiome d'induction
si une partie P de N N Boole
  • existentiel universel , de l'allemand Allsatz Hilbert
Leibniz et Frege Autres liens sur ce sujet : Cantor Peirce Russell
Courbes de Peano et de Peano-Hilbert : Il s'agit de « courbes » continues, remplissant un carré, exhibées par Peano (1890) puis Hilbert (1891). Ces objets, dont l'approche a un aspect fractal , confirmaient le résultat de Cantor sur la théorie des cardinaux et remettait en question la définition d'un courbe déjà rénovée par Jordan : topologiquement, une courbe est de dimension 1 et une surface est de dimension 2. C'est ennuyeux... La

12. WIEM: Peano Giuseppe
peano giuseppe (18581932), wloski matematyk i logik. Matematyka, Wlochy PeanoGiuseppe (1858-1932). peano giuseppe (1858-1932), wloski matematyk i logik.
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Peano Giuseppe
Peano Giuseppe (1858-1932), w³oski matematyk i  logik . Od 1890 profesor matematyki na uniwersytecie w Turynie, a w latach 1887-1901 w tamtejszej akademii wojskowej. Twórca miêdzynarodowego jêzyka interlingua (w latach 1903-1904). Dokona³ aksjomatyzacji arytmetyki liczb naturalnych. W 1890 poda³ przyk³ad krzywej wype³niaj±cej kwadrat. Zosta³ uznany za prekursora teorii mnogo¶ci. W logice stworzy³ w³asny system zapisu (notacji) symboli. Zajmowa³ siê teori± klas. Jego dzia³alno¶æ sta³a siê inspiracj± dla tzw. w³oskiej szko³y matematycznej, zajmuj±cej siê badaniami nad logik± matematyczn± i analiz± podstaw matematyki. WIEM zosta³a opracowana na podstawie Popularnej Encyklopedii Powszechnej Wydawnictwa Fogra zobacz wszystkie serwisy do góry

13. Giuseppe Peano - Wikipedia, The Free Encyclopedia
Giuseppe Peano. From Wikipedia, the free encyclopedia. Giuseppe Peano.Giuseppe Peano was born in a farm near the village of Spinetta
http://en.wikipedia.org/wiki/Giuseppe_Peano
Giuseppe Peano
From Wikipedia, the free encyclopedia.
Giuseppe Peano August 27 April 20 ) was an Italian mathematician Giuseppe Peano was born in a farm near the village of Spinetta in Piedmont, Northwestern Italy. In he enrolled at the University of Turin in the same region of Italy. He graduated in with 'High Honours' and began his teaching career. Peano was a University assistant between 1880 and 1882, first to Enrico D'Ovidio and then to Angelo Genocchi (the chair of Infinitesimal Calculus ). In Peano published his first paper. In the course of his life, Peano had over two hundred papers and books published (most of them on mathematics). By , due to Genocchi's ill health, Peano was in charge of the Infinitesimal Calculus course where the students made fun of him because of an inability to pronounce the letter 'r'. His first major work a text book on calculus, credited to Genocchi, was published in . On the July 27 he married Carola Crosio. The following year Peano's father died. Peano also published his first book dealing with mathematical logic. This book was the first to use the symbols for union and intersection of sets as we now know them.

14. Giuseppe Peano - Wikipedia, The Free Encyclopedia
Giuseppe Peano. (Redirected from Peano). Giuseppe Peano. Giuseppe Peano was bornin a farm near the village of Spinetta in Piedmont, Northwestern Italy.
http://en.wikipedia.org/wiki/Peano
Giuseppe Peano
From Wikipedia, the free encyclopedia.
(Redirected from Peano Giuseppe Peano August 27 April 20 ) was an Italian mathematician Giuseppe Peano was born in a farm near the village of Spinetta in Piedmont, Northwestern Italy. In he enrolled at the University of Turin in the same region of Italy. He graduated in with 'High Honours' and began his teaching career. Peano was a University assistant between 1880 and 1882, first to Enrico D'Ovidio and then to Angelo Genocchi (the chair of Infinitesimal Calculus ). In Peano published his first paper. In the course of his life, Peano had over two hundred papers and books published (most of them on mathematics). By , due to Genocchi's ill health, Peano was in charge of the Infinitesimal Calculus course where the students made fun of him because of an inability to pronounce the letter 'r'. His first major work a text book on calculus, credited to Genocchi, was published in . On the July 27 he married Carola Crosio. The following year Peano's father died. Peano also published his first book dealing with mathematical logic. This book was the first to use the symbols for union and intersection of sets as we now know them.

15. Giuseppe Peano
Giuseppe Peano. Giuseppe Peano (1858 1932) was an Italian mathematician. Reference Peano Life and Works of Giuseppe Peano Hubert C. Kennedy.
http://www.fact-index.com/g/gi/giuseppe_peano.html
Main Page See live article Alphabetical index
Giuseppe Peano
Giuseppe Peano ) was an Italian mathematician Giuseppe Peano was born on August 27 , 1858 at a farm near the village of Spinetta in northeastern Italy. In he enrolled at the University of Turin in the same region of Italy. He graduated in with 'High Honours' and began his teaching career. Peano was a University assistant between 1880 and 1882. First to Enrico D'Ovidio and then to Angelo Genocchi (the chair of Infinitesimal Calculus ). In Peano published his first paper. In the course of his life, Peano had over two hundred papers and books published (most of them on mathematics). By , due to Genocchi's ill health, Peano was in charge of the Infinitesimal Calculus course where the students made fun of him because of an inability to pronounce the letter 'r'. His first major work a text book on calculus, credited to Genocchi, was published in . On the July 27 he married Carola Crosio. The following year Peano's father died. Peano also published his first book dealing with mathematical logic. This book first uses the symbols for Union and Intersection of sets as are now used today. In Peano is appointed 'Professor first class' at the Royal Military Academy in Turin where he also teaches. Peano's famous space-filling curve appears in a publication of his as a counter-example in

16. Giuseppe Peano | Mathe Board Lexikon
Translate this page 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. Giuseppe Peano. Definition,Erklärung, Bedeutung. Giuseppe Peano. enGiuseppe Peano frGiuseppe Peano
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Giuseppe Peano
en:Giuseppe Peano fr:Giuseppe Peano Giuseppe Peano war ein italienischer Mathematiker und lebte von bis . Er arbeitete in Turin und befasste sich mit mathematischer Logik , mit der Axiomatik der natürlichen Zahlen (Entwicklung der Peano-Axiome ) und mit Differentialgleichung en erster Ordnung. Auf dem Gebiet der näherungsweisen Berechnung von Integralen fand er das Restglied der Simpson-Regel Peano schlug die internationale Sprache Latino sine flexione vor, später mehr oder minder in Interlingua aufging. Hits Verweisseiten Verlinkte Seiten Vielen Dank an " Wikipedia " für die freundliche Unterstützung! Suchen auf matheboard.de:

17. Giuseppe Peano
Giuseppe Peano. 18581932. Giuseppe Peano went to Turin in 1870 for hissecondary schooling, and in 1876, he entered the University of Turin.
http://www.stetson.edu/~efriedma/periodictable/html/Pd.html
Giuseppe Peano
Giuseppe Peano went to Turin in 1870 for his secondary schooling, and in 1876, he entered the University of Turin. Peano continued to study pure mathematics, despite the fact that the rest of his classmates had switched to engineering after three years. Peano graduated as doctor of mathematics in 1880. Peano joined the staff at the University of Turin in 1880. He published his first mathematical paper in 1880 and 3 more papers the following year. Peano was appointed assistant to Genocchi, who quite old and in relatively poor health, and so Peano took over some of his teaching. In 1884, Genocchi published a book based on his lectures at Turin. This book, Course in Infinitesimal Calculus , was edited by Peano and contains much written by Peano himself. Peano received his qualification to be a university professor in December 1884, and he continued to teach further courses, including some for Genocchi. Genocchi died in 1889, and in 1890 Peano was offered his post. In 1886, Peano proved that if f(x,y) is continuous then the first order differential equation dy/dx = f(x,y) has a solution. The existence of solutions with stronger hypothesis on functions had been given earlier by Cauchy, and then Lipschitz. Four years later Peano showed that the solutions were not unique, giving as an example the differential equation dy/dx=3y , with y(0) = 0.

18. Peano
Giuseppe Peano. Giuseppe Peano s parents worked on a farm and Giuseppewas born in the farmhouse Tetto Galan about 5 km from Cuneo.
http://www.andrews.edu/~calkins/math/biograph/199899/biopeano.htm
Back to the Table of Contents
Giuseppe Peano
Born: 27 Aug 1858 in Cuneo, Piemonte, Italy
Died: 20 April 1932 in Turin, Italy
Peano was the founder of symbolic logic and his interests centred on the foundations of mathematics and on the development of a formal logical language. Giuseppe Peano's parents worked on a farm and Giuseppe was born in the farmhouse 'Tetto Galan' about 5 km from Cuneo. He attended the village school in Spinetta. Then he moved up to the school in Cuneo, making the 5 km journey there and back on foot every day. His parents bought a house in Cuaneo, but his father continued to work the fields at Tetto Galant with the help of Giuseppe's brother and sister, while his mother stayed in Cuneo with Giuseppe and his older brother. Giuseppe's mother had a brother who was a priest and lawyer in Turin. He realized that Giuseppe was a very talented child and he took him to Turin in 1870 for his secondary schooling, and to prepare him for university studies. Peano took exams at Ginnasio Cavour in 1873 and then was a student at Liceo Cavour from where he graduated in 1876. In that same year he enrolled in the University of Turin. Peano joined the staff at the University of Turin in 1880, being appointed as assistant to D'Ovidio. He published his first mathematical paper in 1880 and a further three papers the following year. Peano was appointed assistant to Genocchi for 1881-82 and it was in 1882 that Peano made a discovery that would be typical of his style for many years, he discovered an error in a standard definition.

19. Giuseppe Peano - Encyclopedia Article About Giuseppe Peano. Free
encyclopedia article about Giuseppe Peano. Giuseppe Peano in Free onlineEnglish dictionary, thesaurus and encyclopedia. Giuseppe Peano.
http://encyclopedia.thefreedictionary.com/Giuseppe Peano

20. Interlingua - Encyclopedia Article About Interlingua. Free Access, No Registrati
Also Giuseppe peano giuseppe Peano (August 27, 1858 April 20, 1932)was an Italian mathematician. Giuseppe Peano was born in a
http://encyclopedia.thefreedictionary.com/Interlingua
Dictionaries: General Computing Medical Legal Encyclopedia
Interlingua
Word: Word Starts with Ends with Definition Interlingua is an international auxiliary language An international auxiliary language (sometimes abbreviated as IAL or auxlang ) is a language used for communication between people from different nations who do not share a common native language. See also lingua franca. The term "auxiliary" implies that it is intended to be an additional language for the people of the world, rather than replace their native languages. Often, the phrase is used to refer to constructed languages proposed specifically to ease worldwide international communication, such as Esperanto, Ido, Interlingua, Volapük, Glosa and others. However, it can also refer to the concept of such a language being determined by international consensus, including even a natural language so chosen.
Click the link for more information. based on the words that are common to the major West-European languages and on a simplified Anglo-Romance grammar. It was first published in Centuries: 19th century - 20th century - 21st century Decades: 1900s 1910s 1920s 1930s 1940s - Years: 1946 1947 1948 1949 1950 -
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