Inequalities: An Approach Through Problems

Main
Science (General)
Inequalities: An Approach Through...

Inequalities: An Approach Through Problems

B. J. Venkatachala (auth.)

0 / 0

Sukakah anda buku ini?

Bagaimana kualiti fail ini?

Muat turun buku untuk menilai kualitinya

Bagaimana kualiti fail yang dimuat turun?

Kategori:

Science (General)

Tahun:

2009

Penerbit:

Hindustan Book Agency

Bahasa:

english

Halaman:

399

ISBN 10:

9386279436

ISBN 13:

9789386279439

Nama siri:

Texts and Readings in Mathematics 49

Fail:

PDF, 19.70 MB

IPFS:

,

english, 2009

Baca dalam Talian

Penukaran menjadi sedang dijalankan

Penukaran menjadi gagal

Mungkin anda berminat

G. H. Hardy, J. E. Littlewood, G. Pólya — Inequalities

Titu Andreescu, Iurie Boreico — Functional Equations Electronic Edition 2007

M. R. Modak, S. A. Khatre, V. V. Acharya, V.M. Sholapurkar — An Excursion In Mathematics

Colectiv — Inequalities Methods and Olympiad Problems

C. Pranesachar, et al., — Problem Primer for the Olympiad

Vasile Cirtoaje, Vo Quoc Ba Can, Tran Quoc Anh — Inequalities with Beautiful Solutions

Krishnamurthy Pranesachar Ranganathan Venkatachala — Challenge and Thrill of Pre-College Mathematics

Association of Mathematics Teachers Chennai India — AMTI GEMS Sub Junior Level 3 ( Middle School Classes ) from The Mathematics Teacher NSEJS RMO INMO IMO Olympiad Foundation

Ramchundra Dr M S Rangachari — AMTI A Treatise on Problems of Maxima and Minima Solved by Algebra By Ramchundra Dr M S Rangachari for PRMO RMO INMO Math Olympiad Foundation

Mitrinovic D.S., Barnes E.S., Marsh D.C.B., Radok J.R.M. — Elementary inequalities (problem book, Tutorial Text 1)

Titu Andreescu, Răzvan Gelca — Mathematical Olympiad Challenges

Hall and Knight — Higher Algebra by Hall & Knight Solution

U K Gupta — Inequalities Logarithms and Quadratic Equations Devil In Mathematics Basic to Advanced Book 1 U K Gupta Devils in Mathematics

Avnish Kr Saxena — part 1 upto Theory of Numbers A Guide to Mathematics Olympiad for RMO INMO AMTI NMTC PRMO for Class 8 onwards 2nd Edition Avnish Kr Saxena Disha

Avnish Kr Saxena — part 2 from Geometry to Theory of Equations A Guide to Mathematics Olympiad for RMO INMO AMTI NMTC PRMO for Class 8 onwards 2nd Edition Avnish Kr Saxena Disha

Vijay A Singh Praveen Pathak — Indian National Physics Olympiad Theory Problems and Solutions 2006 to 2009 INPhO by Vijay A Singh Praveen Pathak Physics Olympiad Cell India HBCSE Homi Bhabha Centre for Science Education

Resonance KOTA DLPD — Resonance Guide to Pre-RMO for class 8 9 and 10 DLPD Distance Learning Programmes Division Regional Mathematics Olympiad

Rajeev Manocha — Indian National Mathematics Olympiad Conducted by HBCSE with Solved Papers of RMO INMO 2016-2019 Part 2 from Page 336 Inequalities Solutions Rajeev Manocha Arihant

Rajeev Manocha Arihant — Indian National Mathematics Olympiad Conducted by HBCSE with Solved Papers of RMO INMO 2016-2019 Part 1 upto Page 335 Inequalities Problems Rajeev Manocha Arihant

M.R.Modak, S.A.Katre — An Excursion in Mathematics

Riasat S. — Basics of olympiad inequalities

J V Uspensky — Theory of equations

Aczel — Lectures on functional equations and their applications

E. J. Barbeau — Polynomials

Arthur Engel — Problem-Solving Strategies

Garling D.J.H. — Inequalities: A Journey into Linear Analysis

K. F. Riley — Problems for Physics Students: with hints and answers

J. Michael Steele — The Cauchy‒Schwarz Master Class: An Introduction to the Art of Mathematical Inequalities

F. Tyler — Problems in Physics for Advanced Level and Scholarship Candidates (SI version)

V. Krishnamurthy — Combinatorics: Theory and Applications

Dmitry Fomin, Sergeĭ Aleksandrovich Genkin, Dmitriĭ Vladimirovich Fomin, Ilia Itenberg — Mathematical Circles

D. Fomin, S. Genkin, I. Itenberg — Mathematical Circles (Russian Experience)

P. P. Korovkin — Inequalities (Little Mathematics Library)

Themistocles M. Rassias — Handbook of Functional Equations: Functional Inequalities

Kelley W.M. — The humongous book of geometry problems

Alijadallah Belabess — Advanced Olympiad Inequalities: Algebraic & Geometric Olympiad Inequalities

B.J. Venkatachala — Inequalities: An Approach Through Problems

Radmila Bulajich Manfrino, José Antonio Gómez Ortega, Rogelio Valdez Delgado — Inequalities: A Mathematical Olympiad Approach

Hayk Sedrakyan, Nairi Sedrakyan — Algebraic Inequalities

Zdravko Cvetkovski — Inequalities: Theorems, Techniques and Selected Problems

Hung, Pham Kim — Secrets in inequalities, vol. 2

V Krishnamurthy,C R Pranesachar — Challenge and Thrill of Pre-College Mathematics

Istilah utama