Authored by Mohamed Daris*
Abstract
In carrying out this work we have the great uncertainty of finding quantum solutions of digital functions. this work is done for the design of the quantum solutions of the numerical functions so that the reading of the digital numbers is more precise and detaches the numerical number of its own mathematical cellar and to release it in a quantum cube which will be to find equations much more complicated that thanks to digitized graphics to be more precise in our work. So we made the quantum marker based on these equations and on other demonstrations so that it is ready to use in digital functions.
Keywords: Quantum equation; Numeric number; Landmark; Normal equation; Degradation equation
Abbreviations: E: Energy; E’: Degraded energy; M: Mass; M’: Degraded Mass, N: Numerical Number; Ø: The Whole of the Void; 0’: The Derivative of 0 in the Infinite Spaces
Introduction
The solutions of the numerical equations that I have done are more and more suitable for it to give a new aspect it is the quantum marker and the material degradation equation that demonstrates that the mass can be degraded depending energy and that the energy can be degraded according to the mass but they are complete both. the four quantum equations thus obtained are reduced to two equations two by two which will give us a new look at the quantum equations numerical functions. For the reference, it consists of two perpendicular axes that will give us a view of the quantum equations and will allow us to represent the numerical numbers according to their quantum positions.
Calculation of quantum equations of numerical numbers:
To read more about this article...Open access Journal of Annals of Biostatistics & Biometric Applications
Please follow the URL to access more information about this article
To know more about our Journals....Iris Publishers
To know about Open Access Publishers
No comments:
Post a Comment