12/23/2014What are the best resources for preparing for the IMO? - Quora SHARE QUESTION Twitter What are the best resources for preparing for the IMO? These resources can be books, websites, problems, any advice. Facebook Want Answers 67 Google+ Search for questions, people, and topics RELATED TOPICS Advice ANSWER WIKI BOOKS Theory: Algebra Inequalities Secrets In Inequalities volume 1 - Basic Inequalities - Pham Kim Hung. Secrets In Inequalities volume 2 - Advanced Inequalities - Pham Kim Hung. Algebraic Inequalities - Old And New Methods - Vasile Cirtoaje. Old And New inequalities volume 1 - Titu Andreescu, Vasile Cirtoaje, Gabriel Dospinescu, Mircea Lascu. Old And New Inequalities volume 2 - Vo Quoc Ba Can, Cosmin Pohoata. The Cauchy-Schwarz Master Class - J. Michael Steele. Inequalities: A Mathematical Olympiad Approach - Radmila Bulajich Manfrino, Jose Antonio Ortega, Rogelio Valdez Delgado. An Introduction to Inequalities - Bellman, Beckenbach. Analytic Inequalities - Mitrinovic. Inequalities Theorems and Formulas forum . Useful Inequalities topic. Polynomials Polynomials and Polynomial Inequalities (Graduate Texts in Mathematics) (Springer) - Peter Borwein - Tamas Erdely. Geometry of Polynomials - (American Mathematical Society) - Morris Marden. Polynomials - (Springer) - E.J. Barbeau. Solving Polynomial Equations: Foundations, Algorithms, and Applications (Springer) - Alicia Dickenstein - Ioannis Z. Emiris. Functional Equations Functional Equations and Inequalities in Several Variables - (World Scientific Publication) - Stefan Czerwik. Lectures on Functional Equations - (Academic Press) - J. Aczel. Functional Equations: A Problem Solving Approach - (Prism Books) - B.J. Venkatchala. Functional Equations and How to Solve Them - (Springer) - Christopher G. Small. BEST QUESTIONS IN ADVICE Nutrition: What was the worst nutrition advice you received? What is the wisest piece of advice a teacher has ever given you? Login Sign Up What is the one piece of advice you would give first-time entrepreneurs? What is the best piece of advice you could give someone about life? What's something I can do right now to increase my productivity? I can't lie properly and even if I lie sometimes I feel guilty. How do I improve my lying skills? How do doctors handle their friends asking for medical advice? What advice would you give to your 18year-old self? What is the most important life lesson that you have learned up to this point? How can I start finding "nice guys" attractive when I have only previously been attracted to "bad boys"? Sign in to read all of Quora Find answers to 3.8k other questions in Advice Number Theory Continue with Google with Facebook Number Theory Continue Structures, Examples, and Problems - Titu Andreescu, Dorin Andrica - Both Book (olympiad examples followed by problems). Excellent book for number theory. An Introduction to Diophantine Equations - Titu Andreescu, Dorin Andrica, Ion Cucurezeanu - Both Book (olympiad examples followed by problems). Excellent book for Diophantine equations. 104 Number Theory Problems - Titu Andreescu, Dorin Andrica, Zuming Feng - Problem Book. 250 problems in number theory - W. Sierpinski - Problem Book. A Selection of Problems in Theory of Numbers - W. Sierpinski - Problem Book. Great book. The Theory of Numbers - a Text and Source Book of Problems - Andrew Adler, John E. Coury - Both Book (olympiad examples followed by problems). Excellent book. Number Theory - Naoki Sato (nsato) - Theory Book. Solved and Unsolved Problems in Number Theory - Daniel Shanks - Problem Book. Elementary Number Theory (Revised Printing) - David M. Burton - It is a nice By continuing you indicate that you have read and agree to the Terms of Service. http://www.quora.com/What-are-the-best-resources-for-preparing-for-the-IMO# 1/5 Authors . Forum Geometricorum (A Journal on Classical Euclidean Geometry and Related Areas) .Ivan Niven.Titu Andreescu. Proofs that Really Count (The Art of Combinatorial Proof)' . Complex Numbers in Geometry .Franz Lemmermeyer [free online . Investigations in Geometry (Math Motivators!) .Benjamin Fine. See herel . Geometry 103 Trigonometry Problems . Zuckerman .Theory Book.Coxeter and Greitzer . Combinatorics A Path to Combinatorics for Undergraduates .Luigi Ceremona .Benjamin Bold Both book (solved examples and approaches + problems). Arun-Kumar [free online .Yaglom .Great.Lint and Wilson. Charles T.Theory Book. Introduction to Geometry . Geometry revisited . Edwin Clark [free online . Number Theory. AVAILABLE for DOWNLOAD. Elementary Number Theory .Uploaded by Amir Hossein Parvardi.Theory book. Pell's Equation .Posamentier.12/23/2014 What are the best resources for preparing for the IMO? . Yan . An Introduction to the Theory of Numbers . Challenging Problems in Geometry . Oleg Mushkarov. An Introduction via the Distribution of Primes .Theory book. Salkind . Numbers and Curves .William Stein . Sheridan Both book.his website has a great number of articles/solved problems that you may use in your Olympiad studying .Benjamin and Quinn. Practice: Algebra 100 Inequality Problems Proposed by Vasc and arqady http://www.download here ] Theory Book.Both book.Great book. Feng .this is a very good book. Elements of Projective Geometry .download here ] Theory Book.Edward J.Problem book .download here ] Both Book (lots of theorems with problems at the end of each section).Theory book . Herbert S. Rubanov .Quora book for theory building and is low-impact in its approach.Both book.this book is available online for download.Amir Hossein 2/5 .Great book.Andreescu.[free online .Alfred S. All Volumes First Volume Second Volume Third Volume Fourth Volume Fifth Volume Sixth Volume Seventh Volume Eighth Volume Ninth Volume This note by Darij Grinberg Darij Grinberg's whole site download . Luchezar Stoyanov . Triangles. Geometry Unbound .download here ] Theory Book. Problems in Geometry .Problem book . 103 Trigonometry Problems .S. Famous Problems of Geometry and How to Solve Them .W. again.[free online .download here ]. Number Theory for Computing . Geometric Problems on Maxima and Minima . Elementary Number Theory . A Course in Combinatorics .Andreescu.quora.Problem book (it contains lots of theorems about circles).Great book.Titu Andreescu.com/What-are-the-best-resources-for-preparing-for-the-IMO# . Posamenter.Theory book.Both book.Problem book. Yaglom .Song Y.Kedlaya . Algorithmic Number Theory .Theory Book (this book contains computational examples/theorems for number theory). M. Zuming Feng .San Gaku . Barbeau [level is a little above olympiad] . Feng.Both Book (olympiad examples followed by problems). Gerhard Rosenberger . Concurrency and Quadrilaterals . Modern Geometry with Applications . Geometric Transformations (4 volumes) . Japanese Temple Geometry Problems .Both book .Jennings .Coxeter .Both book (solved examples and approaches + problems).I.Kutepov. Amir Hossein Parvardi. Canadian Mathematical Olympiad 1969-1993 (Problems and Solutions) Michael Doob. Vasile Serdean.lamphong .Amir Hossein Parvardi.Edward J. 102 Combinatorial Problems . B. Chinese Mathematics Competitions and Olympiads (two volumes) . Order. Yaglom.Alfred S. Mathematics as Problem Solving .download here . Problem Solving Strategies For Efficient And Elegant Solutions (A Resource For The Mathematics Teacher) . Problem Primer for the Olympiad . Problems in Combinatorics and Graph Theory . AoPS Resources Page Problems (IMO and ShortLists Added) . I. Solving Diophantine Equations . 115 Algebra Problems . Klamkin. R.Amir Hossein Parvardi. Combinatorics 100 Combinatorics Problems (With Sources) . Problems From THE BOOK .M4RI0 . Yogananda. Posamentier. Primitive Roots.com/What-are-the-best-resources-for-preparing-for-the-IMO# 3/5 .Nguyen Duy Tung. The IMO Compendium (A Collection of Problems Suggested for the Mathematical Olympiads. http://www.C. 567 Nice And Hard Inequalities . Problem From Various Branches of Mathematics) .Dong Suugaku . and Quadratic Residues . loan Serdean. C. Zhou Yuan Zhe. Combinatorial Analysis and Probability Theory) . International Mathematical Olympiads 1978-1985 and Forty Supplementary Problems . M.Amir Hossein Parvardi. Technical Analysis of Three Variable Inequalities . Gavin Hitchcock. A Collection of Limits . The Art and Craft of Problem Solving . Vladimir Jankovic.Andrei Negut. Klamkin.mathmdmb .Amir Hossein Parvardi. J. Trigonometry Problems Collection . Challenging Mathematical Problems With Elementary Solutions (Volume II. Günter M. Slinko. M.Martin Aigner. 100 Nice Polynomial Problems (With Solutions) .Arkadii M. Klamkin.Andreescu. Five Hundred Mathematical Challenges .quora. Hungarian Problem Book' (three volumes) . Nikola Petrovic. Several Things About Sum of Squares .Alexander Zawaira. I. Stephen Kruli. Yaglom.Amir Hossein Parvardi.Ioan Tomescu. M. Darij Grinberg's whole site download . Junior Balkan Mathematical Olympiads . S.Dusan Djukic. Techniques of Problem Solving .A.Amir Hossein Parvardi. Yaglom.12/23/2014 What are the best resources for preparing for the IMO? . Problems for the Mathematical Olympiads (From the First Team Selection Test to the IMO) .Alexander Soifer.Steven G. 1959-2004) . Inequalities From 2007 and 2008 Competitions Around The World . USSR Mathematical Olympiads 1989-1992 . Ziegler. Feng.Amir Hossein Parvardi. Number Theory Marathon Problems .Andy Liu. 100 Functional Equations Problems (With Solutions) . General Problem Solving Challenging Mathematical Problems With Elementary Solutions (Volume I. William O. A Primer For Mathematics Competitions .Andy Liu.Manh Dung Nguyen.Murray S. USA Mathematical Olympiads 1972-1986 (Problems and Solutions) . Geometry 150 Nice Geometry Problems (With Solutions) .Pain rinnegan . Number Theory 1220 Number Theory Problems (With Sources) . Murray S. J.Dan Branzei. M. APMO 1989-2009 (Problems & Solutions) . Ivan Matic. Yaglom.mathmdmb . Moser. Venkatachala. Lifting the Exponent Lemma (LTE) .Quora Parvardi. Some Own Problems In Number Theory . Pranesachar.his website has a great number of articles/solved problems that you may use in your Olympiad studying.A.Murray S.Paul Zeitz. Krantz.lamphong . Barbeau.Nguyễn Duy Tùng.Mohammad Jafari. Titu Andreescu. Kudayar Pirimbaev. Kiran S. as well as national olympiads from various countries around the world.net/files/MATAM. Bjorn Poonen. Arun Vasudev. M.12/23/2014 What are the best resources for preparing for the IMO? .Shay Gueron. I.Quora The USSR Olympiad Problem Book (Selected Problems and Theorems of Elementary Mathematics) . how can I prepare for the IMO? Fernando Varela 7 upvotes by Kudayar Pirimbaev. short-listed problems and long-listed problems from 1959 to 2004.. Klosinski. 360 Problems for Mathematical Contests .Xu Jiagu. Niel Shell. Alexanderson. Paul Zeitz. (more) The IMO Compedium: http://estoyanov. Yaglom. Upvote 10 Downvote Comment 1 More Answers Below. Shklarsky.(six volumes) . Gleason. EduGain has an innovative and adaptive engine to help pupils practise for http://www. M.Volume 1: A. Loren C. Putnam and Beyond . As for books. M. What to Solve (Problems and Suggestions For Young Mathematicians) Judita Cofman. L.D. Gaglione. (more) Art of Problem Solving has a huge repository of problems from previous IMOs (including shortlist and longlist problems). Pedro Paulo Andrade. James M. Lee Peng Yee. Upvote 7 Downvote Comment Om Kanwar 3 upvotes by Anamika Sinha. Anthony M.Titu Andreescu.com/What-are-the-best-resources-for-preparing-for-the-IMO# 4/5 .Peter J. Dorin Andrica. Kedlaya. Ravi Vakil.The Contest Problem Book (Annual High School Contests) . xiaowuc1 10 upvotes by Nihal Balani.Volumes 1. and Anamika Sinha. Hungary-Israeli Mathematics Competition .Branislav Kisacanin. Lecture Notes on Mathematical Olympiad Courses . 2013. Written 29 Mar. Mathematical Olympiad in China (2007-2008) (Problems and Solutions) Xiong Bin. Greenwood. Nurgazy Nazhimidinov. Artino. Earl. N. Razvan Gelca.Titu Andreescu.Titu Andreescu. N. The William Lowell Putnam Mathematical Competition (Problems and Solutions 1965-1984) (three volumes) . Kedlaya. PROBLEMS FROM AROUND THE WORLD . R. Salkind. Volume 3: Kiran S. Written 28 Mar. Volume 4: Ralph A. Number Theory and Geometry) . Larson. Razvan Gelca. 2. Take a look at Olympiad Resources • Art of Problem Solving . International Mathematics TOURNAMENT OF THE TOWNS (Questions & Solutions) .Titu Andreescu. Mathematical Olympiad Challenges . Taylor. Mathematical Olympiad Treasures .. 3: Charles T. Nurgazy Nazhimidinov.(five volumes) . A recompilation of all the IMO problems. LINKS Olympiad Resources • Art of Problem Solving AoPS Forums • Art of Problem Solving 4 ANSWERS ASK TO ANSWER Quora User. 2013. Related Questions What are the best resources for preparing for the IPhO? How do I prepare for the IMO? I am a grade 8 student.(four volumes) . Kelly. O. E. Leonard F. Volume 2: Gerald L. Chentzov. I've heard that Problem Solving Strategies by Engel is helpful. Mathematical Problems and Proofs (Combinatorics.quora. Bogdan Enescu. MAA . Privacy .Terms http://www. Erwin Schrodinger Visit IMOmath website! Written 24 Mar.com/What-are-the-best-resources-for-preparing-for-the-IMO# 5/5 . Upvote 3 Downvote Comment Ashwin Gokhale.12/23/2014 What are the best resources for preparing for the IMO? . Written 17 Dec.Careers .Quora IMO and K-12 mathematics for free. Upvote Downvote Comment 3 Answers Collapsed Write an answer Related Questions What are the best resources for preparing for the IOI? What are the best resources for preparing for the IBO? What are the best resources for preparing for the IChO? How can I efficiently train for the IMO? What are the best resources for a high school student to learn math competition geometry? How can a 16-year old guy prepare for IMO knowing that he didn't study IMO courses? What are the best resources for a middle school student to prepare for MATHCOUNTS? Top Stories Sitemap # 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 About .quora. 2013.