Examples of using Modular arithmetic in English and their translations into Portuguese
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This work aims to present a modular arithmetic approach directed to the student on his first year of regular high school,
such as inverse calculation quadratic functions and topics modular arithmetic, as well as encouraging the use of the calculator scientific as facilitator for long calculations.
For this, we will use the modular arithmetic concepts existing on the modular identification systems that were applied to guides
We can use modular, Arithmetic to do this.
For the scheme based on modular arithmetics we present several improvements that can be made.
We develop a new optimal scheme based on modular arithmetics base 10 with threepermutations for identifiers larger than 7.
In particular, I'm going to talk about remainders in Modular Arithmetic.
The modern approach to modular arithmetic was developed by Carl Friedrich Gauss in his book"Disquisitiones Arithmeticae",
The credit counters are modular counters, and the comparison of consumed credits to credit limit requires modular arithmetic.
A familiar use of modular arithmetic is in the 12-hour clock,
Following we present some activities involving inverse function, modular arithmetic, caesar cipher, vigenere,
exemplify the concepts of functions and modular arithmetic in high school using cryptography.
particularly with regard to modular arithmetic, diophantine equations,
In mathematics, modular arithmetic is a system of arithmetic for integers,
modern algebra in order to establish some applications between modular arithmetic, groups cyclic,
This dissertation addresses the modular arithmetic, an excellent tool that can be inserted into the middle and high school curriculum
Chapter i presents concepts of modular arithmetic, an essential part of mathematic to understand the authentication methods of barcodes. chapter ii presents a brief story of barcodes: the emergence.
The importance of modular arithmetic in number theory
We have studied the concepts of modular arithmetic and applied them to the study of matrices
are highly processing intensive because of the underlying extended precision modular arithmetic, and hence they are not available on the most energy constrained platforms.