geometry material from Canada IMO Training Site (https://sites.google.com/site/imocanada/)
Yufei Zhao
years 1998 - 2011, 2014-2015, 2017-2019
Adrian Tang
- Combinatorics and Combinatorial Geometry, 2009 winter
Alexander Remorov
- Projective Geometry, Solutions 2010 summer
- Projective Geometry Continued (Solutions) 2010 summer
David Arthur
- Geometry Fundamentals 2011 winter
- Geometry - Length Chasing 2015 summer
Matthew Brennan
Lindsey Shorser
- Combinatorial Geometry 2019 winter
- Miscellaneous Geometry Facts 2017 winter
- Geometry (Some Tricks in Synthetic Geometry) 2017 winter
Lindsey Shorser
- Projective Geometry 2015 summer
- Circles 2008 summer
- Cyclic Quadrilaterals - The Big Picture, 2009 winter
- Geometry 2008 summer (Selected Geometry Problems from Recent IMO Shortlists)
- Lemmas in Euclidean Geometry (Problem set) 2007 summer.pdf
- Lemmas in Euclidean Geometry 2007 summer
- Similarity - Yufei Zhao - 2007 summer
- Three Lemmas in Euclidean Geometry (Solutions), 2010 Winter
- Power of a Point (Solutions) - UK Trinity Training 2011 (Mint group) [the only non Canada IMO training material in this page]
- ArealCoordinates_1998summer
- CircleProblemsCMO_2001winter
- Concurrency and Collinearity 2010 summer
- GeometryProblemsForFunAndProfit_1998summer
- Geometry Problems for Fun and Profit - 2005 winter
- Geometry_IfYoureBored_2004winter
- GeometryProblems_1998summer
- GeometryProblemsTournamentOfTowns_2000winter
- GeometryProblems_2000winter
- GeometryProblems_2001winter
- Geometry_2003winter
- Geometry2_2003winter
- Geometry_2004winter
- Geometry2_2004winter
- Geometry Problems - 2005 winter
- Geometry Problems (Hard) - 2005 winter
- GeometryReview_2000winter (theory)
- GeometryTheoremsList_1998summer (theory)
- InversionProblems_1998summer
- Inversion_2002winter
- LocusHocusPocus_1998summer
- Rotations and Harmonic Points, 2010 winter
- SimilarTriangles_2000winter
- Problems list by type - 2005 summer
- TrainingProblems4_1998summer (closed, convex, possible)
- Transformations_1999winter
2018 winter camp
- Geometry (Rotations and Inversion)
Αυτό είναι επίσης εξαιρετικό υλικό που το μελετάνε παγκόσμια όλοι, όσοι ασχολούνται με τους διαγωνισμούς !
ReplyDeleteΤάκη, να είσαι καλά , που το έβαλες εδώ, οργανωμένα και εύκολα προσβάσιμο !
Σε ευχαριστώ.