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Free Resources Books |
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Books on Vedic Maths To purchase the books by Kenneth Williams in this list
see the guide to purchasing Vedic Mathematics
books, otherwise check the links by the books. VEDIC MATHEMATICS
The original introduction to Vedic Mathematics.
ANCIENT VEDIC MATHEMATICS - 1, 2
MATHS OR MAGIC?: SIMPLE VEDIC ARITHMETIC METHODS This is a popular book giving a brief outline of some
of the Vedic Mathematics methods. A PEEP INTO VEDIC MATHEMATICS. Mainly on recurring decimals. INTRODUCTORY LECTURES ON VEDIC MATHEMATICS Following various lecture courses in London an interest arose
for printed material containing the course material. This book of 12
chapters was the result covering a range topics from elementary arithmetic
to cubic equations. DISCOVER VEDIC MATHEMATICS
Further
details in our bookstore
Further
details in our bookstore TRIPLES
Further details in our bookstore Maharishi
Ayurveda Products UK VEDIC MATHEMATICAL CONCEPTS OF SRI VISHNU SAHASTRANAMA STOTRAM Author: S.K. Kapoor, 1988. Hardback, 78 pages, A4 size. ISSUES IN VEDIC MATHEMATICS
THE NATURAL CALCULATOR
Further
details in our bookstore A MODERN INTRODUCTION TO ANCIENT INDIAN MATHEMATICS
MAHARISHI'S VEDIC MATHEMATICS AT THE ELEMENTARY LEVEL Improving achievement, affect, and mental mathematics
through Vedic sutra based computation VEDIC GEOMETRY
VEDIC MATHEMATICS FOR SCHOOLS BOOK 1
FERMAT'S LAST THEOREM AND HIGHER SPACES REALITY COURSE
JAGATGURU SHANKARACHARYA SHRI BHARATI KRISHNA TEERTHA
INTRODUCTION TO VEDIC MATHEMATICS
THE COSMIC COMPUTER COURSE Authors: K. Williams and M. Gaskell, 1998. This course was updated and renamed "The Cosmic Calculator" in 2003, see below for further details. FOUNDATIONS OF HIGHER VEDIC MATHEMATIC
ISBN: B0000CPFKG FUN WITH FIGURES (subtitled: Is it Maths or Magic?)
Furrther
details in our bookstore GEOMETRY FOR AN ORAL TRADITION
Further details in our bookstore THE CIRCLE REVELATION
Further
details in our bookstore
ASTRONOMICAL APPLICATIONS OF VEDIC MATHEMATICS
Further
details in our bookstore GOLDBACH THEOREM
THE TRUTH ABOUT SWAMIJI'S VEDIC MATHEMATICS
ISBN: B0000CPG9W VEDIC MATHEMATICS =: VEDAGANITAM, PART 1
INTRODUCTION TO VEDIC MATHEMATICS – Part II MAGIC SQUARES THE VEDIC METHOD
VEDIC MATHEMATICS FOR SCHOOLS BOOK 3 The third book in this series. THE COSMIC CALCULATOR Further
details in our bookstore
Further details in our bookstore
Further details in our bookstore
ALL YOU WANTED TO KNOW ABOUT VEDIC MATHEMATICS
VEDIC MATHEMATICS
TEACHER’S MANUAL – ADVANCED
Further
details in our bookstore GLIMPSES OF VEDIC MATHEMATICS
LEARN AND TEACH VEDIC MATHEMATICS
The following books have not been seen by us. Some of which were only found when we performed a search of Amazon. HIGHER APPLICATIONS OF VEDIC MATHEMATICS Author Narinder Puri, 1992. THE MAGIC OF NINE IN VEDIC MATHEMATICS
THE VEDIC MATHEMATICS CURRICULUM PART 1:DIGITAL SUMS
VEDIC MATHEMATICS FOR INTELLIGENT GUESSING Author Unknown, 2004. VEDIC MATHEMATICS Author Manaraja , 2004. SPEED MATHEMATICS USING THE VEDIC SYSTEM
A HANDBOOK ON VEDIC MATHEMATICS This book is a compilation from "Vedic Mathematics"
by Sri Bharati Krishna Thirthaji Maharaj. This has been simplified in
order to help school children shed their fear of maths and recreate
a fascination for the Magic of Numbers in their young minds.
THE POWER OF VEDIC MATHS Author: Atul Gupta, 2004
Vedic Mathematics Made Easy Author: Dhaval Bathia, published by Jaico Books. It
is on secrets of lightning fast mental calculation and has 257 pages.
See www.jaicobooks.com |
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Or
Sixteen Simple Mathematical Formulae from the Vedas
Author Narinder Puri.
This
has sixteen chapters each of which focuses on one of the Vedic Sutras
or sub-Sutras and shows many applications of each. Also contains Vedic
Maths solutions to GCSE and 'A' level examination questions.
This
is an advanced book of sixteen chapters on one Sutra ranging from elementary
multiplication etc. to the solution of non-linear partial differential
equations. It deals with (i) calculation of common functions and their
series expansions, and (ii) the solution of equations, starting with
simultaneous equations and moving on to algebraic, transcendental and
differential equations.
This
book shows applications of Pythagorean Triples (like 3,4,5). A simple,
elegant system for combining these triples gives unexpected and powerful
general methods for solving a wide range of mathematical problems, with
far less effort than conventional methods use. The easy text fully explains
this method which has applications in trigonometry (you do not need
any of those complicated formulae), coordinate geometry (2 and 3 dimensions)
transformations (2 and 3 dimensions), simple harmonic motion, astronomy
etc., etc.
Proceedings
of the National workshop on Vedic Mathematics 25-28 March 1988 at the
University of Rajasthan, Jaipur.
This
is an elementary book on mental mathematics. It has a detailed introduction
and each of the nine chapters covers one of the Vedic formulae. The
main theme is mental multiplication but addition, subtraction and division
are also covered.
Author T. S. Bhanu Murthy, 1992.
Author Dr S.K.Kapoor, 1994.
Is
a first text designed for the young mathematics student of about eight
years of age, who have mastered the four basic rules including times
tables. The main Vedic methods used in his book are for multiplication,
division and subtraction. Introductions to vulgar and decimal fractions,
elementary algebra and vinculums are also given.
Author Dr S.K.Kapoor, 1996.
An
excellent book giving details of the life to the man who reconstructed
the Vedic system.
Authors
T. G. Unkalkar, S. Seshachala Rao, 1997
Authors: K. Williams and M. Gaskell, 1997.
Author Dr S.K.Kapoor, 1998.
This
is a small popular book with many illustrations, inspiring quotes and
amusing anecdotes. Each double page shows a neat and quick way of solving
some simple problem. Suitable for any age from eight upwards.
This
book demonstrates the kind of system that could have existed before
literacy was widespread and takes us from first principles to theorems
on elementary properties of circles. It presents direct, immediate and
easily understood proofs. These are based on only one assumption (that
magnitudes are unchanged by motion) and three additional provisions
(a means of drawing figures, the language used and the ability to recognise
valid reasoning). It includes discussion on the relevant philosophy
of mathematics and is written both for mathematicians and for a wider
audience.
This
is a simplified, popularised version of "Geometry for an Oral Tradition"
described above. These two books make the methods accessible to all
interested in exploring geometry. The approach is ideally suited to
the twenty-first century, when audio-visual forms of communication are
likely to be dominant.
The
second book in this series.
Includes
prediction of eclipses and planetary positions,
Author Dr S.K.Kapoor, 2000.
Author J.N. Kapur, 2000.
We
found this book to be well-written, thorough and easy to read. It covers
a lot of the basic work in the original book by B. K. Tirthaji and has
plenty of examples and exercises.
Author
T. G. Unkalkar, 2001
Author V. G. Unkalkar
Three
text books plus Teacher's Guide plus Answer Book.
Designed
for teachers (of children aged 7 to 11 years) who wish to teach the
Vedic system.
Designed
for teachers (9 to 14 years respectively) who wish to teach the Vedic
system.
Author: Pradeep Kumar, 2002.
Author: Pradeep Kumar, 2002.
Designed
for teachers (of children aged 13 to 18 years) who wish to teach the
Vedic system.
Author Dr S.K.Kapoor, 2003.
Author Dr S.K.Kappor, 2004.
Author
Jain.
Author
Jain.
Author
Vali Nasser, 2004.