Showing posts with label truth table. Show all posts
Showing posts with label truth table. Show all posts

Wednesday, 28 May 2025

Building Logic Gate Circuits in Python | Chapter 7 | Mathematics and Computer Science: Contemporary Developments Vol. 5

This paper presents the development of a Python module designed for various Logic Gates. Three circuits were built using the functions defined in Python for the logic gates, and the outcomes were found to align completely with those reported in the literature. The circuits were tested with different inputs obtaining the expected outputs.

 

Author (s) Details

Pankaj Dumka
Department of Mechanical Engineering, Jaypee University of Engineering and Technology, A. B. Road, Raghogarh-473226, Guna, Madhya Pradesh, India.

 

Please see the book here:- https://doi.org/10.9734/bpi/mcscd/v5/2500

Tuesday, 11 October 2022

Ternary Mathematics Principles Truth Tables and Logical Operators: An approach towards 3 D Placement of Logical Elements Extensions of Boolean Algebra (Extended)| Chapter 8 | Novel Research Aspects in Mathematical and Computer Science Vol. 8

 The two efforts to define "the recursive elements of" the completion coincide in the Boolean algebra produced by the recursively regular open sets that are recursively regular open sets. The method described in this article tries to transition between two binary and ternary counting systems. In order to code the signal, I suggest using the ternary math principle. The study suggests utilising triplets (1,0-1) instead of pairs of the number 01 and switching from binary to ternary so that the binary code is transformed to ternary and vice versa. The similar idea can be applied to the construction of microcircuits, in which logical components are arranged in a three-dimensional space rather than a layer. It is determined that the all-ternary approach in algebra is a promising technique as an alternative to the binary approach that has already been devised. If the idea is properly integrated with technical advancements, it could have a greater computational advantage.


Author(s) Details:

Ruslan Pozinkevych,
Faculty of Information Technologies and Mathematics, The Eastern European National University, 43021, Lutsk, Potapov str.9, Ukraine.

Please see the link here: https://stm.bookpi.org/NRAMCS-V8/article/view/8362