Articles

• REVOLUTIONIZING MATRIX ISOMORPHISMS OF COMPLEX CLIFFORD ALGEBRAS THROUGH CANTOR SET

  Çelik D, Koçak Ş. A

  The study of complex Clifford algebras and their representations plays a significant role in determining the geometric and topological structures of manifolds. This article presents a novel approach for obtaining the standard isomorphisms of complex Clifford algebras using the Cantor set.

  20-29

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• OPTIMIZING RESOURCE MANAGEMENT USING SEASONAL ARIMA RAINFALL FORECASTING MODEL FOR ODEDA, NIGERIA

  Olamide Adeboye

  Forecasting rainfall is essential for countries with economies hinged on agriculture, engineering, and tourism, as well as for the supply of water and sanitation. In this study, a seasonal ARIMA model was used to forecast rainfall events in the Odeda region, Southwestern Nigeria. The rainfall

  1-9

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• NORMALIZATION AND EXPANSION OF KAUFMAN POLYNOMIALSTO DISORIENTED LINKS AND KNOTS

  Altıntaşİ

  This article introduces a regular isotopy invariant for disoriented links, which is a significant contribution to the development of disoriented knot theory. Disoriented diagrams arise in classical and virtual knot theory when calculating Jones and HOMFLY polynomials using state summation for

  30-46

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• SUSTAINABLE PRODUCTION OF SELF-COMPACTING CONCRETE USING BIO-ASH: A STUDY OF FLOW AND STRENGTH PROPERTIES

  Robbie, M. A

  This paper presents a study on the flow and strength properties of binary blended Self-Compacting Concrete (SCC) containing Palm Kernel Shell Ash (PKSA). The authors aimed to investigate the effect of PKSA on SCC and provide guidelines for sustainable SCC production through cement content

  10-19

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