Series computation using Vedic mathematics
Anu Mehra, Vinay Verma, Sachin Kumar Rajput, Devyani Tyagi · 2016
This paper emphasize on the Taylor's series expansion of sinusoidal, cosine, tangent and exponential functions. The strategy of these series is based on the Vedic mathematics. The impression of designing multiplier based series is embraced from the ancient Indian mathematics found in Wisdom Books `Vedas. Diverse constraints (static and dynamic power, noise margin, delay, LUT's) of three unlike expansions are equated and the results are acquired. VHDL codes are developed and the functionality of these series was tested and executed by using Xilinx Vivado Software (Version: 2014.2). The algorithm used for this is “Urdhva-Tiryagbhyam” one of the sutra of Vedic multiplication. The algorithm was used because it is most competent amid all the sutras.