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It includes: - Introduction to the subject
- Basic concepts and formulations
- Trinity of Gods
- Shadchakras
- Vedic geometry
- Vedic number theory
- Ganita Sutras
- Samved Samhita
- Srimad Bhagwad Gita
- Conclusion and their applications to the solution of Fermat’s Last Theorem
This introductory volume aims to introduce the ancient discipline of Vedic Geometry. We may formally define Vedic Geometry as a discipline of Geometry based on Vedic concepts. Studies of mathematical basis of Vedic Literature reveal that 4 and higher dimensional reality was not only known to Vedic Rishis but also put to practical use by them for organization of pure knowledge on geometric formats, particularly real 4, 5 and 6 space formats. Vedic comprehension of geometric reality is characteristically different from our present-day conclusions. Basic difference in the two approaches viz. Modern approach vis-à-vis Vedic approach can be appreciated in terms of the concept of dimension. Modern Cartesian dimensional approach makes all dimensional spaces the linear dimensional spaces as much as that 1 space is to play the role of dimension for all dimensional spaces, while on the contrary, Vedic comprehension comes to be that (n-2) space plays the role of dimension of n space. This glaring difference may well be focused algebraically as that as per Modern model we may express 4, 5 and 6 spaces as A4, A5 and A6 while as per Vedic model their expression come to be (A2)4, (A3)5 and {(A2)4}6. The beauty of this discipline lies in its capacity to unify all disciplines of knowledge as a single discipline. Illustratively, Human body, Sun, Nucleus of nucleus of atom, 6 space, Organization of knowledge of Srimad Bhagwad Gita etc. are all availing the format of hypercube 6 i.e., 4 manifestation layer. This would help us appreciate the uniqueness of approach and richness of content of this discipline. But this is just a first glimpse. Real bliss lies ahead with unification of entire existence phenomena as impulses of Consciousness. The discipline of Vedic geometry has the rich research potential. We need to remain cautious that we are still at the initial introductory stage of the ancient discipline and as such heavy responsibility lies upon all of us to explore it to its original greatness. About the Author: Cosmic Kapoor, S.K., Ved Rattan is disciple of Yogiraj Sri Sripad Babaji Maharaj, Vrindavan and H. H. Maharishi Mahesh Yogiji Maharaj. Dr. Cosmic Kapoor is continuing with the old traditions and is reviving the ancient discipline of Vedic Mathematics and Vedic Geometry. Going by the saying that Author is known by the books Authored by him, it can be well said in respect of Ved Rattan Dr. S. K. Cosmic Kapoor that he is deserving disciple of enlightened Gurus. Dr. Kapoor has been awarded Guru Ganeshwarananda Veda Ratna Puraskar 1997 by Bhartiya Vidya Bhawan for his excellence and research in the field of Vedic Science and Mathematics The Ved Ratna Puraskar, as these are called, have come to be accepted as highest epitomes of all honours that a Vedic scholar can strive to achieve in his life time.
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