ONLINE RESEARCH GROUP
You are invited to join the LinkedIn Group: Vedic Mathematics Research Group.
These researchers are listed in alphapbetical order by surname. If you would like to be added please let us know. We support those who are doing research into Vedic mathematics and can put up material on research currently in progress and/or publish in the Vedic Maths Newsletter.
Dr D K R Babajee
Obtained a PhD in Numerical Analysis in 2010. His research interests are Vedic Mathematics, Iterative Methods for solving nonlinear equations, fractals and Pythagorean Triples. He is fascinated by new and fast methods. He recently proved that the excess of the sum of the smaller sides of a right angled triangle over the hypotenuse is always even and using this property he derived the old two-fraction method for generating Pythagorean Triples. He also developed a general method for squaring and extended Tirthaji cross-multiplication method for solving systems of linear equations.
Visualization Research Programmer, Illinois Simulator Laboratory at Urbana, Illinois, USA.
This is still pretty well the definitive statement on Tactile, Vedic Maths
And the video.
Make: Online : Vedic math machines and 3D zoetropes at Makerspace Urbana
Alexander Greene, BSc (Hons)
Vedic Mathematics Tutor/Presenter
Glyndwr University Alumni Association Member and Ambassador
Tel: 07950 962650
I was using VM principles whilst developing code while I was an undergraduate. The C++ code I developed involved heavy number crunching. Nowadays, I work in Java and HTML and CSS on web pages, but the basic processes are the same when it comes to numbers, so I am working on creating mathematical routines which deploy VM principles to see if they can work more efficiently than current computerised mathematical engines allow.
Vitthal B. Jadhav
B.E. ( Computer engineering), Maharashtra, India.
Fascinated by mathematics since from childhood. Left two job offer to pursue research in mathematics. Invented one new multiplication method, universal divisibility test and efficient algorithm / method to compute any root of number or polynomial in single line.
Ashish Joglekar, Ajinkya Kale and Shaunak Vaidya
Research on speeding up programming time using Vedic techniques. See Issue 60 of the newsletter.
See also another article - here.
Dr S K Kapoor
Dr Kapoor has written many books on Vedic Mathematics. There appears to be a proof of "Goldbach's Conjecture" that has been created using Vedic Mathematics. The proof has been further documented in a book. Currently it seems to be waiting for peer review to confirm the proof. We covered this in Issue 10 of the newsletter.
Vedic Mathematics and Natural Computation Research and Development in Ireland includes a diverse range of topics, from developing a multimedia approach to teaching using animations to exploring the language of computation using natural language, to developing a deep correlation between aspects of gaelic knowledge, modern computational physics, and vedic knowledge. Recent research reveals that the integration of these three great traditions of knowledge will point in the direction to develop the Theory of Everything in Physics, with implications for the Continuum Hypothesis in Mathematics, Completeness in Computation, and a realisation of the goal of a simple and complete approach to Knowledge.
Further information including contact details is available at this link: http://bit.ly/bfeaBB
Interested in the special theory of relativity, the foundations of geometry, the solution of ordinary and partial, linear and non-linear differential equations, evaluation of determinants, inversion of matrices.
Currently working toward the Ph.D. degree at the Department of Computer Science and Engineering, University of South Florida, Tampa. For one year, he was a Research Assistant in the School of Computer Engineering, Nanyang Technological University, Singapore, where he was engaged in reversible/adiabatic computing at metal-oxide-semiconductor level. His current research interests include reversible logic, conservative logic, emerging technologies, Vedic mathematics, design of efficient arithmetic units, design of field-programmable gate array (FPGA) architectures for emerging nanotechnologies, and FPGA-based system design.
Interested in promoting all aspects of Vedic Mathematics.
Specific research includes:
Unifying and simplifying arithmetic methods
The sixteen Sutras and sub-Sutras
Applications of Pythagorean Triples
Applications of Vedic Mathematics in Astronomy