Although the earliest texts, such as the hymns of the R. gveda, were composed in verse, the liturgical works (brāhman. a) of the middle vedic period were composed in prose. This practice was continued in the literature of the expert traditions; most ancient works falling within the Vedic Supplements are in prose. Probably because instruction in the expert traditions was carried out orally and t...

This paper illustrates the simulation of Vedic multiplier in 2D DCT. The input data is first divided into NxN blocks, each block s of 8x8 size and 2-D DCT is applied on each of these 8x8 block and 2-D DCT is applied to reconstruct the image. The proposed 2-D DCT design uses Urdhva Tiryagbhyam a Vedic multiplication sutra and the Simulations with MATLAB prove that the proposed design is compared...

A maximum of 110 elements exist within the Vedic Periodic Table of Elements, in contrast to the Periodic Table of Elements of western science. This paper describes the difference between the two tables and iterates the prediction by K.C. Sharma of the 110 th Element, X110, which is referred to in the Rig Veda, the oldest book known to humanity. Then, this paper provides the Combinatorial Vedic ...

The Papyrus of Ani illustrates the sub – atomic processes between the Thaamic Substratum of Dark Matter and its transformation into visible, stable 8 x 8 Satvic matter and dynamic 9 x 9 Rajic matter. Traditional interpretations explain the papyrus in reverse, from top to bottom, from left to right. In fact, the process begins with the Opening of the Mouth, the Weighing of the Osirian soul, and ...

In this paper, we describe adiabatic Vedic multiplier using efficient charge recovery logic (ECRL) and energy efficient adiabatic logic (EEAL). In today’s world low power hindrance have become a major important factor in modern VLSI design. Because of the increasingly draconian demands for battery space and weight in portable multimedia devices, energy productive and high yielding circuits are ...

In digital signal processing convolution is a fundamental computation that is ubiquitous in many application areas. In order to compute convolution of long sequence, Overlap-Add method (OLA) and Overlap-Save method (OLS) methods are employed. In this paper, block convolution process is proposed using a multiplier architecture based on vertical and crosswise algorithm of Ancient Indian Vedic Mat...

In this paper, a high performance, high throughput and area efficient architecture of a multiplier for the Field Programmable Gate Array (FPGAs) is proposed. The most significant aspect of the proposed method is that, the developed multiplier architecture is based on vertical and crosswise structure of Ancient Indian Vedic Mathematics. As per The proposed architecture, for two 8-bit numbers; th...

In this paper VHDL implementation of complex number multiplier using ancient Vedic mathematics and conventional modified Booth algorithm is presented and compared. The idea for designing the multiplier unit is adopted from ancient Indian mathematics "Vedas". The Urdhva Tiryakbhyam sutra (method) was selected for implementation since it is applicable to all cases of multiplication. Multiplicatio...