Vedic maths and the problems of the "western" Maths approach
12.15.07 (7:57 am) [edit]
The questions which should be addressed in todays context are as to why modern mathematics is held up? Why does its logic recoils upon itself and why there are still mathematical problems, logical knots and mental blocks at all in the modern mathematical approach?
Well known problems of modern mathematics may be cited as:
Isn't it that these problems are there because of the axioms accepted by the modern mathematics and its approach of taking only a linear approach in terms of dimensions?
And then follows a question as to whether Vedic mathematics is in a position to help the modern mathematics to come out of its mental block and to un-tie its logical knots and to solve the problems? &nbs p;
The Vedic geometric concepts worked out by reacent researchers promise us geometric comprehensions of our existence phenomenon transcending our existing three space format. The real four and higher spaces formats of Vedic comprehensions are new wonderful worlds of very rich mathematics which may ensure us powerful technologies and much potentialised disciplines of knowledge. The basic comprehension pointed out is the way the cosmic surface constitutes and binds the solid granules as synthetic solids manifesting in the cosmos.
Modern researchers are attempting to reconstruct the discipline of geometry as a discipline based on Vedic concepts. They have designated this discipline as Vedic Geometry as opposed to vedic maths. Their results has added a new dimension to the dialogue initiated with the interpretation of the Ganita Sutras and their potentialities brought to focus by Swami Bharti Krisna Tirthaji Maharaj in his path beaking book regarding vedic mathematics.
Well known problems of modern mathematics may be cited as:
1. Everywhere continuous but nowhere differentiable functions
2. Hypercubes 1 to 7 increase but hypercube 8 onwards decrease
3. Space Filling Curves
4. Riemann Hypothesis
5. Goldbach's conjecture
6. Fermat's Last Theorem
Isn't it that these problems are there because of the axioms accepted by the modern mathematics and its approach of taking only a linear approach in terms of dimensions?
And then follows a question as to whether Vedic mathematics is in a position to help the modern mathematics to come out of its mental block and to un-tie its logical knots and to solve the problems? &nbs p;
The Vedic geometric concepts worked out by reacent researchers promise us geometric comprehensions of our existence phenomenon transcending our existing three space format. The real four and higher spaces formats of Vedic comprehensions are new wonderful worlds of very rich mathematics which may ensure us powerful technologies and much potentialised disciplines of knowledge. The basic comprehension pointed out is the way the cosmic surface constitutes and binds the solid granules as synthetic solids manifesting in the cosmos.
Modern researchers are attempting to reconstruct the discipline of geometry as a discipline based on Vedic concepts. They have designated this discipline as Vedic Geometry as opposed to vedic maths. Their results has added a new dimension to the dialogue initiated with the interpretation of the Ganita Sutras and their potentialities brought to focus by Swami Bharti Krisna Tirthaji Maharaj in his path beaking book regarding vedic mathematics.
