Session

Computer Science and Communication Engineering

Description

In this paper is presented a very efficient method for constructing Hadamard matrices, using binary code products. We will construct such matrices using the scalar production of two vectors and the tensor production of Hadamard matrices. This method is based on the representation of the natural number as a binary code which takes only two values 0 or 1. Such a method of generating Hadamard matrices can be used in practice to generate different codes, in telecommunication systems, to correct blocked codes, but also in science as for example in Boolean algebra.

Keywords:

Keyword1., Keyword2, Keyword3, Keyword4

Session Chair

Zhilbert Tafa

Session Co-Chair

Xhafer Krasniqi

Proceedings Editor

Edmond Hajrizi

ISBN

978-9951-437-96-7

First Page

79

Last Page

87

Location

Lipjan, Kosovo

Start Date

31-10-2020 1:30 PM

End Date

31-10-2020 4:15 PM

DOI

10.33107/ubt-ic.2020.514

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Oct 31st, 1:30 PM Oct 31st, 4:15 PM

Constructing Hadamard matrices using binary codes

Lipjan, Kosovo

In this paper is presented a very efficient method for constructing Hadamard matrices, using binary code products. We will construct such matrices using the scalar production of two vectors and the tensor production of Hadamard matrices. This method is based on the representation of the natural number as a binary code which takes only two values 0 or 1. Such a method of generating Hadamard matrices can be used in practice to generate different codes, in telecommunication systems, to correct blocked codes, but also in science as for example in Boolean algebra.