Pan African Mathematics Olympiads (PAMO)
- PAMO is an activity of the African Mathematical Union Commission on Pan African Mathematics Olympiads (AMUPAMOC) created in 1986, one year later, after the creation of African Mathematical Union (AMU) in Morocco in 1976
PAMO 2023 : Moroccan Hiba Ferchioui is crowned "Queen of Mathematics" in Africa
Objectives of AMU-PAMOC
- 1. To stimulate and develop the interest of African Youths in solving Mathematical problems.
- 2. To promote positive interactions and healthy competitions among African youths at national, regional and continental levels thus furthering African unity through Mathematics.
- 3. To use the medium of mathematics Olympiads to popularize Mathematics among African youths.
- 4. To encourage many African countries, through their participation in the Pan-African Mathematics Olympiad (PAMO), to participate in the International Mathematics Olympiad (IMO).
- 5. To enable exchanging experiences between African countries concerning teaching Mathematics.
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During each mandate a new AMUPAMOC members are appointed. FOR THE MANDATE 2022-2026 : THE NEW AMUPAMOC MEMBERS FOR THE MANDATE 2022 - 2026
GREAT NEWS: PAMO 2023 WILL BE ORGANIZED BY THE AMUPAMOC IN COLLABORATION WITH THE MINISTRY OF EDUCATION OF RWANDA, IN KIGALI, RWANDA, IN MAY 13-22 , 2023
Official Letter from the HON Minister of Education of Kigali: Dr.Valentine UWAMARIYA
Official Acknowledgement of the AMUPAMOC President. Prof Nouzha El Yacoubi
PAMO 2023 regulations | Règlements OPAM 2023
Online participation regulations PAMO 2023 | Règlement en ligne OPAM 2023
What is PAMO ?
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The Pan African Mathematics Olympiads (PAMO) are prestigious event of the African Mathematics Union (AMU) organized each year, since 1987, in an African Country where the best pupils in Mathematics of the Secondary Education who are less than twenty (20) years old, are invited to compete.
While emulating the African Youth, it contributes to integration and allows the AMU to detect new talents in Mathematics in order to secure a changeover of quality.
The competition is made of two rounds. Each round is made of 3 problems for four hours and thirty minutes while each problem's total score is 7 points. There are up to six candidates per country.
Previous Problems & Results
- Problems
- • PAMO 2022 Problems (En) • PAMO 2022 Problems (Fr) • PAMO 2021 Problems (En) • PAMO 2021 Problems (Fr)
- • PAMO 2019 Problems (En) • PAMO 2019 Problems (Fr) • PAMO 2018 Problems (En) • PAMO 2018 Problems (Fr)
- • PAMO 2017 Problems (En) • PAMO 2017 Problems (Fr) • PAMO 2016 Problems (En) • PAMO 2016 Problems (Fr)
- • PAMO 2015 Problems (En) • PAMO 2015 Problems (Fr) • PAMO 2013 Problems (En) • PAMO 2013 Problems (Fr)
- • PAMO 2012 Problems (En) • PAMO 2012 Problems (Fr) • PAMO 2010 Problems (En) • PAMO 2010 Problems (Fr)
- • PAMO 2009 Problems (En) • PAMO 2009 Problems (Fr) • PAMO 2008 Problems (Fr) • PAMO 2006 Problems (En)
- • PAMO 2005 Problems (En) • PAMO 2004 Problems (En) • PAMO 2003 Problems (En) • PAMO 2001 Problems (En)
- • PAMO-G 2022 Marks • PAMO 2022 Marks • PAMO-G 2021 Marks • PAMO 2021 Marks
- • PAMO-G 2019 Marks • PAMO 2019 Marks • PAMO 2018 Results • PAMO 2017 Results • PAMO 2016 Results
- • PAMO 2013 Results • PAMO 2012 Results • PAMO 2010 Results • PAMO 2009 Results • PAMO 2008 Results
- • PAMO 2007 Results • PAMO 2006 Results • PAMO 2005 Results • PAMO 2004 Results