An Invitation to Math Olympiad, IOQM, RMO, INMO
Author: Dr. Ashani Dasgupta is a PhD in Mathematics from University of Wisconsin-Milwaukee (USA). He has publication in one of leading journals in the world: Journal of Topology. He is a director at Cheenta Academy and has been coaching students for Olympiad and Research since 2010.
About the Book:
Some kids have a natural interest in mathematical science. Often school level math fails to do justice to their curiosity in the subject. Math Olympiad is a great opportunity for such children. These contests offer non-routine problems that challenges the young mind to think out of the box.
The art of thinking about mathematical problems is very beautiful. It is often non-linear in nature. It may not be bound to any one area of math. For example while thinking on an algebra problem, one may meander into the world of geometry. Again, while thinking about geometry, one may stumble upon insights in number theory.
This book is designed for children who are interested to explore the art of thinking about non-routine math. The chapters are presented in the format of a dialogue. We spend a lot of time on the process of thinking itself. The dialogues dwell upon several concepts in an interdisciplinary manner. We often digress into seemingly unrelated topics and end up with a deeper insight in the subject.
Each dialogue is punctuated with several exercise problems. The reader is encouraged to attempt them, as and when they are presented. Math can only be enjoyed by ``doing". Hopefully the reader would also be a do-er while working through the chapters.
As a final note, I should add that, secretly we hope to provoke a curiosity for research in mind of the reader. Perhaps nothing is more enjoyable and fulfilling in life than thinking about unsolved problems and creating new knowledge. The dialogues often meander into areas of mathematics that are beyond the school curriculum. This is a deliberate attempt in the part of the author to provide glimpses of the wide wild world of mathematics that lie ahead.
Bose Spring Maths Olympiad 2021 - Intermediate Level
For outstanding school students.
Similar to PRMO, AMC, Kangaroo, and National Level Olympiads.
Intermediate Level is suitable for students for Grades 5, 6, and 7.
Rs. 49 (INR) payment should be made to complete the registration process.
Bose Spring Maths Olympiad 2021 - Junior Level
For outstanding school students.
Similar to PRMO, AMC, Kangaroo, and National Level Olympiads.
Junior Level is suitable for students for Grades 1, 2, 3 and 4.
Rs. 49 (INR) payment should be made to complete the registration process.
Bose Spring Maths Olympiad 2021 - Senior Level
For outstanding school students.
Similar to PRMO, AMC, Kangaroo, and National Level Olympiads.
Senior Level is suitable for students in Grade 8 and above.
Rs. 49 (INR) payment should be made to complete the registration process.
Bose Winter Olympiad - Intermediate Mains
For outstanding school students.
Similar to PRMO, AMC, Kangaroo, and National Level Olympiads.
Intermediate is suitable for students in Grade 5, 6 or 7 who have appeared for Bose Summer Olympiad
Bose Winter Olympiad - Intermediate Prelims
For outstanding school students.
Similar to PRMO, AMC, Kangaroo, and National Level Olympiads.
Intermediate is suitable for students in Grade 5, 6 or 7.
Bose Winter Olympiad - Senior Mains
For outstanding school students.
Similar to PRMO, AMC, Kangaroo, and National Level Olympiads.
Intermediate is suitable for students in Grade 8 and above who have appeared for Bose Summer Olympiad
Bose Winter Olympiad - Senior Prelims
For outstanding school students.
Similar to PRMO, AMC, Kangaroo, and National Level Olympiads.
Senior Prelims is suitable for students in Grade 8 and above
Bose Winter Olympiad -Junior Mains
For outstanding school students.
Similar to PRMO, AMC, Kangaroo, and National Level Olympiads.
Junior Mains is suitable for students in Grades 1 to 4 who have appeared for the Summer Bose Olympiad.
College Mathematics Olympiad
Awards
BOSE AWARD: ₹ 15,000
and Tuition waiver at Cheenta
Raychoudhury Award: ₹ 10,000
and Tuition waiver at Cheenta
Mahalanobish Awards (3): ₹ 10,000
Saha Awards (10): ₹ 1,000
College Mathematics self paced course
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Outstanding Faculty Team
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Our team has olympians, and researchers who studied/ researched in leading universities of the world.[/et_pb_text][/et_pb_column][/et_pb_row][et_pb_row column_structure="1_3,1_3,1_3" _builder_version="4.0.9"][et_pb_column type="1_3" _builder_version="4.0.9"][et_pb_blurb title="Indian Statistical Institute (India)" admin_label="Blurb" _builder_version="4.0.9" header_text_color="#ffffff" background_color="#032b35" custom_padding="0px|10px|0px|10px|false|false" border_radii="on|5px|5px|5px|5px" border_width_all="1px" border_color_all="#032b35"][/et_pb_blurb][et_pb_blurb title="Chennai Mathematical Institute (India)" _builder_version="4.0.9" header_text_color="#ffffff" background_color="#032b35" custom_padding="0px|10px|0px|10px|false|false" border_radii="on|5px|5px|5px|5px" border_width_all="1px" border_color_all="#032b35"][/et_pb_blurb][et_pb_blurb title="University of Calcutta (India)" _builder_version="4.0.9" header_text_color="#ffffff" background_color="#032b35" custom_padding="0px|10px|0px|10px|false|false" border_radii="on|5px|5px|5px|5px" border_width_all="1px" border_color_all="#032b35"][/et_pb_blurb][/et_pb_column][et_pb_column type="1_3" _builder_version="4.0.9"][et_pb_blurb title="University of wisconsin, milwaukee (USA)" _builder_version="4.1" header_text_color="#ffffff" background_color="#032b35" custom_padding="0px|10px|0px|10px|false|false" border_radii="on|5px|5px|5px|5px" border_width_all="1px" border_color_all="#032b35"][/et_pb_blurb][et_pb_blurb title="St. Louis University (USA)" _builder_version="4.0.9" header_text_color="#ffffff" background_color="#032b35" custom_padding="0px|10px|0px|10px|false|false" border_radii="on|5px|5px|5px|5px" border_width_all="1px" border_color_all="#032b35"][/et_pb_blurb][et_pb_blurb title="Indian Institute of Science Education and Research (India)" _builder_version="4.0.9" header_text_color="#ffffff" background_color="#032b35" custom_padding="0px|10px|0px|10px|false|false" border_radii="on|5px|5px|5px|5px" border_width_all="1px" border_color_all="#032b35"][/et_pb_blurb][/et_pb_column][et_pb_column type="1_3" _builder_version="4.0.9"][et_pb_blurb title="University of North Carolina (USA)" _builder_version="4.0.9" header_text_color="#ffffff" background_color="#032b35" custom_padding="0px|10px|0px|10px|false|false" border_radii="on|5px|5px|5px|5px" border_width_all="1px" border_color_all="#032b35"][/et_pb_blurb][et_pb_blurb title="Tata Institute of Fundamental Research (India)" _builder_version="4.0.9" header_text_color="#ffffff" background_color="#032b35" custom_padding="0px|10px|0px|10px|false|false" border_radii="on|5px|5px|5px|5px" border_width_all="1px" border_color_all="#032b35"][/et_pb_blurb][et_pb_blurb title="IMPA (Brazil)" _builder_version="4.0.9" header_text_color="#ffffff" background_color="#032b35" custom_padding="0px|10px|0px|10px|false|false" border_radii="on|5px|5px|5px|5px" border_width_all="1px" border_color_all="#032b35"][/et_pb_blurb][/et_pb_column][/et_pb_row][/et_pb_section]
Inequalities by Korovkin - Little Mathematical Library
An essential introduction to olympiad level inequality problems and concepts. Authored by Korovkin in 1975, this book was published by Mir Publishers. The original text is now reprinted by Cheenta. An excellent addition to your own little math library.
About Cheenta Publications and Math & Magic Series
We are a small group of mathematicians and students at Cheenta Academy. While trai- ning for mathematical olympiads, physics olympiads and allied sciences, we often enco- unter books and ideas that marvel us. The Cheenta Math & Magic Series is an attempt to share that joy with a wider audience.
Some of the books in this series are no longer available in print (for example those of Mir Publication from erstwhile Soviet Union). Other titles are authored by our friends, and fellow mathematicians. We have tried to assemble some delightful nuggets from the world of mathematical literature for our readers. You may visit cheenta.com to find the titles available in this series.
IOQM - RMO Self Paced Course
IOQM is the first level of
real math olympiads in India. It is an objective type test (with integer answers). RMO is the second level of
real math olympiad in India. It is a subjective test with 6 problems. These tests the ability of a student to solve non-routine problems from Algebra, Number Theory, Geometry and Combinatorics.
Cheenta has two beautiful courses for ISI - CMI Entrances.
- Self Paced Video Based Course
- Live Online Classroom Program
This self - paced course includes video lectures on non-routine topics such as Number Theory, Geometry, Combinatorics, Algebra, suitable for IOQM and RMO. It also includes mock tests, topic wise tests and assignments.
It has some overlap with the ISI - CMI Entrance self-paced course however several topics and tests are different in this program.