Skateboarding's Olympic journey: do the performance profiles of top athletes remain consistent? [PDF]
Front PhysiolFouillot C +4 more
europepmc +1 more source
Internet Mathematical Olympiads
, 2012 Modern Internet technologies open new possibilities in a wide spectrum of traditional methods, used in mathematical education. One of the areas, where these technologies can be efficiently used, is an organization of mathematical competitions. Contestants can stay in their schools or universities in different cities and even different countries and try
Domoshnitsky, Alexander, Yavich, Roman
openaire +1 more source
Solving olympiad geometry without human demonstrations. [PDF]
NatureTrinh TH, Wu Y, Le QV, He H, Luong T.
europepmc +1 more source
Evaluation of AI potential for solving higher mathematics olympiad challenges
Problems from mathematical olympiads, renowned for their high complexity and the necessity for a deep understanding of mathematical concepts, represent an intriguing direction for exploring the capabilities of AI models. Solving olympiad problems poses a
Tuluchenko, Halyna Yakivna
core
Recommendations in solutions of Combinatorial problems in math olympiads
, 2011 Olimpiāžu un konkursu uzdevumu krājumi ar izvērstiem atrisinājumiem ir gandrīz vienīgie materiāli, ko var izmantot padziļinātā darbā ar spējīgākajiem skolēniem.
Ruzule-Jaudzeme, Agnija
core
Explanation in mathematical conversations: an empirical investigation. [PDF]
Philos Trans A Math Phys Eng Sci, 2019 Pease A, Aberdein A, Martin U.
europepmc +1 more source
The effectiveness of Realistic Mathematics Education approach: The role of mathematical representation as mediator between mathematical belief and problem solving. [PDF]
PLoS One, 2018 Yuanita P, Zulnaidi H, Zakaria E.
europepmc +1 more source
The Problems of Latvian regional Mathematics Olympiad and solutions
, 2010 Maģistra darbs „Latvijas matemātikas rajonu olimpiāžu uzdevumi un to risinājumi” veidots kā palīgmateriāls skolotājiem un skolēniem, kas gatavojas matemātikas olimpiādēm. Darbā tiek aplūkoti uzdevumi no 1975./76., 1976./77. un 1977./78.
Ozoliņa, Inese
core
The problems solutions analysis of the second round of 55-th year MO in South Bohemia region
, 2009 The aim of this diploma work is to analyse problems solving of the second round of the 55th year of the Mathematical Olympiad in South Bohemian region and to serve as a study material for further Mathematical Olympiads or as a collection of problems for ...
KUČEROVÁ, Renata
core