Pure Mathematics for Theoretical Computer Science

Journal DOI

https://doi.org/10.54216/PMTCS

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2995-3162ISSN (Online)

A View Through Artificial Intelligence and Its Relationships with Machine Learning and Deep Learning

Sandy Montajab Hazzouri

This paper presents a comparison between artificial intelligence, machine learning and deep learning. From artificial intelligence and its types of systems, through machine learning and its stages to deep learning, the most important features that belong to each of them are identified, illustrated by simple examples that help to understand the difference.

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Doi: https://doi.org/10.54216/PMTCS.020101

Vol. 2 Issue. 1 PP. 08-17, (2023)

Neutrosophic Divisor Point of A Straight Line Segment With A Given Ratio

Malath Fared Alaswad , Rasha Dallah

This paper is dedicated to study the neutrosophic divisor point with a known ratio, where we use the principals of neutrosophic Euclidean geometry to get the desired results, and we illustrate many examples that explain the novelty of our work.

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Doi: https://doi.org/10.54216/PMTCS.020102

Vol. 2 Issue. 1 PP. 18-23, (2023)

A General Overview of The Internet of Things and Its Future Applications

Sandy Montajab Hazzouri

With the great acceleration in the world of digital technology and communications, the globe has turned into a virtual world connected, A new term has appeared, namely the Internet of Things, which refers to a kind of network to connects anything to the Internet based on the protocols prescribed Sensors conduct information exchange and communication to realize intelligent identification, Positioning, Tracking, Monitoring, and management. In this paper, we briefly discussed what the Internet of Things is, its applications, characteristics, and structure.

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Doi: https://doi.org/10.54216/PMTCS.020103

Vol. 2 Issue. 1 PP. 24-33, (2023)

A Discussion of FGF Conjecture in Some Quasi-Frobenus Rings

Rashel Abu Hakmeh

A ring R is called right FGF ring, if every finitely generated right R-module embeds in a free right R-module. It is well known that a quasi-Frobenus ring R is right FGF ring, but the converse is still an open question. In this note we give some equivalent additional conditions that convert the right FGF ring to the QF ring. Other known results that characterize the class of quasi-Frobenius rings are fond. In the process, some new results that characterize the class of IF-rings are provided.

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Doi: https://doi.org/10.54216/PMTCS.020104

Vol. 2 Issue. 1 PP. 34-38, (2023)