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The website of the contestants of the Austrian Mathematical Olympiad

http://www.oemo.at/

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oemo.at : Welcome | oemo.at Reviews

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The website of the contestants of the Austrian Mathematical Olympiad

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oemo.at : oemo.at : About

http://www.oemo.at/en/about/about.php

History of the ÖMO. Website of the Austrian Mathematical Olympiad (ÖMO). Clemens Koppensteiner, Stefan Löffler and Karl Rupp. Address of the domain owner:. Eslarngasse 27/19, 1030 Vienna. A platform for former, current and future participants of the ÖMO for information, exchange of problems and keeping in touch. Also providing information about the ÖMO for an international audience. Http:/ www.caramdir.at/. Technical mathematics (TU Vienna). 3 years (2001-2003), 2 IMO participations.

2

oemo.at : Community : Select a List of Resultsl

http://www.oemo.at/en/community/resultsSelection.php

History of the ÖMO. Federal competition, round two.

3

oemo.at Forum - Index

http://www.oemo.at/forum

Einloggen mit Benutzername, Passwort und Sitzungslänge. Alles zu den diversen Kurswettbewerben in den jeweiligen Kursen. Natürlich auch zum Austausch von Kurswettbewerbsbeispielen! In Re: F-Kurs an der TU Gra. Am 25 Juni 2014, 11:21:41. Alles rund um die drei Gebietswettbewerbe. Am 24 April 2016, 06:57:05. Alles rund um den alljährlichen Bundeswettbewerb in Raach. Am 02 Juni 2016, 18:56:51. Hier könnt ihr euch über die verschiedenen internationalen Bewerbe wie z.B. IMO austauschen. In Re: MEMO 2015.

4

oemo.at : Willkommen

http://www.oemo.at/de

Kurse in meiner Nähe. Der oemo.at Film. Wir begrüßen dich herzlich auf der ÖMO-Homepage! Interessierte SchülerInnen schon früh für die Mathematik begeistern. Das mathematische Können fördern und. Den Kontakt ehemaliger Olympioniken aufrecht erhalten. Wir hoffen, mit dieser Site all das zu erreichen! This website is about the Austrian Mathematical Olympiad. For international visitors we provide an english version. Of the site with basic information and a collection of contest problems. Der Bewerb findet a...

5

Hauptseite – ÖMO Wiki

http://www.oemo.at/wiki/index.php/Hauptseite

Willkommen im Wiki zu oemo.at! Zur inoffiziellen Website der Österreichischen Mathematik-Olypiade. Beherbergt viele Informationen und Texte rund um die die ÖMO. Du findest hier unter anderem viele Wettbewerbsbeispiel mit Lösungen. Kannst dich mathematisch weiterbilden. Und hilfreiche Sätze nachschlagen. Von früheren ÖMO-Teilnehmern durchlesen. Oder bist Du selbst Ex-Olympionike und möchtest in der Vergangenheit. Das ÖMO-Wiki besteht momentan aus 180 Seiten und es werden immer mehr! Damit Du Seiten bearbe...

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yiminge.wordpress.com yiminge.wordpress.com

June | 2009 | Yimin Ge's Maths Blog

https://yiminge.wordpress.com/2009/06

Yimin Ge’s Maths Blog. Archive for June, 2009. The Sum of Primitive Roots of Unity. June 9, 2009. Be the canonical primitive. Th root of unity. The identity. Is well known and easy to prove. One can now ask what happens if the sum is taken only over the primitive. Th roots of unity. Be the sum of all primitive. Th roots of unity. Since every. Th root of unity is a primitive. Th root of unity for some divisor. We have, for all positive integers. This property however is the characterisation of the Möbius.

mo.math1.org mo.math1.org

문제모음 | 수학올림피아드 문제자료실 (Mathematical Olympiad Problems) | KMO, IMO, USAMO 등 국내외 수학올림피아드/수학경시대회 문제를 체계적으로 수집하는 웹사이트

http://mo.math1.org/문제모음

수학올림피아드 문제자료실 (Mathematical Olympiad Problems). KMO, IMO, USAMO 등 국내외 수학올림피아드/수학경시대회 문제를 체계적으로 수집하는 웹사이트. 양의 정수 $n$과 양의 정수 $t 1 t 2 cdots t n$이 있다고 하자. 총 $t n 1$명으로 구성된 단체에서 체스 게임을 진행한다. 두 사람은 서로 많아야 한 판의 게임을 할 수 있다. 이때, 아래 두 조건이 동시에 성립하는 것이 가능함을 보여라. I) 각 사람이 게임을 한 횟수가 정확히 $t 1$, $t 2$, $ ldots$, $t n$ 중 하나이다. Ii) $1 le i le n$인 모든 정수 $i$에 대해, 정확히 $t i$번 게임을 한 사람이 있다. A) 양의 정수 $n$개의 비싼 순서쌍이 존재할 모든 양의 정수 $n ge 2$를 구하라. B) 모든 홀수인 양의 정수 $m$에 대해, $m$을 포함한 양의 정수 $n$개의 비싼 순서쌍이 존재할 정수 $n ge 2$이 있음을 보여라. 집합 $ m...

imo-official.org imo-official.org

International Mathematical Olympiad

http://www.imo-official.org/countries.aspx

Onder Akkusci onderakkuscu@gmail.com. Adrian Naco adrian.naco@ama.org.al. Https:/ www.ama.org.al. Ali Atia mengolfdz@yahoo.fr. Patricia Fauring patri@cbc.uba.ar. Http:/ www.oma.org.ar/. Smbat Gogyan gogyan@gmail.com. Http:/ www.olymp.am. Mike Clapper mike.clapper@amt.edu.au. Http:/ www.amt.edu.au/. Robert Geretschläger robert.geretschlaeger@brgkepler.at. Http:/ www.oemo.at/. Fuad Garayev karayev62@yahoo.com. A A Munir Hasan munir.hasan@matholympiad.org.bd. Http:/ www.matholympiad.org.bd/. Enech García Ma...

yiminge.wordpress.com yiminge.wordpress.com

March | 2009 | Yimin Ge's Maths Blog

https://yiminge.wordpress.com/2009/03

Yimin Ge’s Maths Blog. Archive for March, 2009. Some More Thoughts on r-Ary Functions over Finite Fields. March 20, 2009. Note, I proved that every. Ary function on a finite field. Elements can be represented by a unique polynomial. A more direct way to see this is, given a function. To consider the polynomial. The polynomial defined above. We know that. But can we find the exact value? For this purpose, consider the following very useful lemma. Be an integral domain and. Then for every integer. Being od...

yiminge.wordpress.com yiminge.wordpress.com

April | 2009 | Yimin Ge's Maths Blog

https://yiminge.wordpress.com/2009/04

Yimin Ge’s Maths Blog. Archive for April, 2009. The Probability of Coprimality. April 4, 2009. I recently found the following problem asking for the probability of two randomly chosen integers to be coprime on a problem sheet which, as I have later been told, is a classical result already discovered by Dirichlet. Choose two natural numbers. Randomly (with uniform probability) and independently. Let. Be the probability that. Are coprime. Find. The product above is exactly. The second approach seems rather...

yiminge.wordpress.com yiminge.wordpress.com

September | 2009 | Yimin Ge's Maths Blog

https://yiminge.wordpress.com/2009/09

Yimin Ge’s Maths Blog. Archive for September, 2009. Automorphism Groups of Simple Graphs. September 26, 2009. Every finite group is the automorphism group of a simple graph. We first show that it is sufficient to construct a weighted directed graph having the given group as automorphism group. A weighted directed graph is a triple. Is a finite set of vertices,. Is a finite set of weights and. Is a partial map. An automorphism of. Such that for all. Is defined if and only if. Is defined in which case.

mo.math1.org mo.math1.org

한국수학올림피아드(KMO) 중등부 - 수학올림피아드 문제자료실 (Mathematical Olympiad Problems)

http://mo.math1.org/problemset/mo/korea/kmo-mid

수학올림피아드 문제자료실 (Mathematical Olympiad Problems). KMO, IMO, USAMO 등 국내외 수학올림피아드/수학경시대회 문제를 체계적으로 수집하는 웹사이트. 2012 제26회 한국수학올림피아드 중등부. 2013 제27회 한국수학올림피아드 중등부. 2014 제28회 한국수학올림피아드 중등부. 2015 제29회 한국수학올림피아드 중등부. 2016 제30회 한국수학올림피아드 중등부. 답글 남기기 응답 취소. 을 해야 댓글을 남길 수 있습니다. 2015 제29회 한국수학올림피아드 고등부 2번문제. 2015 제29회 한국수학올림피아드 고등부 1번문제. 2013 국제수학올림피아드 Short List A1. 루마니아 Masters of Mathematics. Art of Problem Solving. 새 글을 이메일로 알려드립니다. Proudly powered by WordPress.

peterwild.net peterwild.net

Curriculum vitae - Dr. Peter Wild

http://www.peterwild.net/cv.php

Example is not another way to teach,. It is the only way to teach. Albert Einstein (1879 - 1955). 1120, Vienna, Austria. Pw [at] peterwild.net. Sep 2015 - present. AIT Austrian Institute of Technology GmbH. Research in high-performance image processing: computational imaging, machine learning;. Work in different national and international research projects on topics related to border control and security (document inspection, biometrics). Sep 2013 - Sep 2015. Jan 2013 - Sep 2013. Sep 1999 - Sep 2013.

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oemo.at oemo.at

oemo.at : Welcome

History of the ÖMO. Be welcomed the international part of the ÖMO-Homepage! The ÖMO is the Austrian Mathematical Olympiad (. These pages provide some basic information. About the ÖMO and — perhaps more interesting — contain a selection of contest problems. If you understand German you will find additional content on the main (German) part. June 13, 2012. All competitions of the 2012 Austrian Mathematical Olympiad are over. If you want to give them a try, we have translated and uploaded. June 15, 2010.

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