<www.vedicmatrix.org> publicizes “a basic ancient Indian knowledge applying principle”. It technically relates a Vedic computing principle that “number and language applications are mutually related”. It appears that mathematicians are yet to analyze if said mutual relation has anything to do with zero-evolution in ancient India! Indians now feel that it is impossible to prove “zero is ancient Indian knowledge”
Fact is that concerned arguments and counter-arguments confuse an ordinary person who wants to know the truth! If you are one of them share with us own views regarding zero, one and Vedic Mathematics! Learn virtues of Vedic-matrix from two articles published herewith. To meet expenses towards further promoting site activities, please help!
Supreme ‘openness’ can be noticed in ancient Indian manners of knowledge-“development creating and applying”. ‘Vedic sutra’-senses (guiding principles of Vedic computing) appear far more ancient than Vedas! But said sutras are language! When number-link to sutra was lost it became not-scientific! So ‘VEDIC MATHEMATICS’ of Shree Jagadguru Sankaracarya (1884-1960) is now regarded ‘not-scientific’!
This site propagates a unique public-awareness of “missing links of Vedic mathematics”. They are “zero-start 2D-square and 3D cube-matrix”-virtues. Jagadguruji’s lost manuscripts may have revealed it!
Two copyright articles “Vedic mathematics is forever” and “Vedic matrix-0” are published herewith that propagates public awareness of “Vedic-matrix and Vedic-Sutra”-relations! Related principles are ‘great and ancient Indian! Now relate ‘novel ideas’ and ancient Indian ideas!
Digital numbers resemble to an equivalent “ancient Indian-matrix-2D-sense”! Let us work towards making this cite a center for learning Vedic matrix virtues and let us prepare to learn Vedic Mathematics!
Vedic-matrix is a hardly-known knowledge. Principle of using digital numbers resemble to it! Computers use digital numbers by consistent relating of zero to its zero-sensing part! If computers do it now people can do it far more efficiently! We can learn it gradually but steadily! |
