Representation of higher even-dimensional rhotrix

Isere, A. O.

doi:10.7546/nntdm.2019.25.1.206-219

Cited by 2 publications

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“…Besides, it was observed that not all paraletrix have a heart. This was a motivation for Isere (2017Isere ( , 2018Isere ( , 2019 to investigate a rhotrix without a heart. Representing a rhotrix this way helps to define an even-dimensional rhotrix.…”

Section: Public Interest Statementmentioning

confidence: 99%

“…Commenting on this method of multiplication by Mohammed and Tella (2012) says: "a unique expression for the 'rhotrix-heart' cannot be deduced and therefore, this method of rhotrix expression is unsuitable for presenting heart-based rhotrices". This challenge was addressed by the introduction of evendimensional rhotrices where this multiplication method can fit in naturally-See Isere (2017Isere ( , 2018Isere ( , 2019.…”

Section: Public Interest Statementmentioning

confidence: 99%

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Diagonal function of natural rhotrix

Isere

2020

Cogent Mathematics & Statistics

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Natural rhotrix refers to the rhotrix whose elements are all natural numbers, arrayed in their natural order. This type of rhotrix has just recently been introduced in literature. Therefore, this work is taking a further look at its properties. It introduces the concept of diagonal function of a natural rhotrix and examines its properties. It is found that the diagonal function dðA n Þ of a natural rhotrix R n is given as dðA n Þ ¼ ð2ρ þ 1ÞhðR n Þ. Furthermore, it presents the sum of the other elements outside its diagonals as dðA c n Þ ¼ ðjR n j þ 1 À 2nÞhðR n Þ where A n is the set of elements along any of its diagonals, A c n , ρ and hðR n Þ are the complement of A n , the index and the heart of R n respectively. These properties are all peculiar to this beautiful set of rhotrix called the natural rhotrix.

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Section: Public Interest Statementmentioning

confidence: 99%

Section: Public Interest Statementmentioning

confidence: 99%

Diagonal function of natural rhotrix

Isere

2020

Cogent Mathematics & Statistics

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Some Esan-Nigeria indigenous knowledge models in the service of social medicine

Aluede

OKAKAH²

2022

REA

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Indigenous Knowledge Models (IKM) is a spin-off of Indigenous Knowledge Systems (IKS). These models in Esan have synonymous status with peculiar universals which are religiously respected. In contemporary times, knowledge has grown to the extent that there is often a general assumption that such models are somewhat infantile and without empirical and medical basis. It is within this cusp that this paper evolves. The ethnographic method of inquiry was primarily relied on to provide data in this study and it included interviews, observational techniques, questions and answers sessions, and a literature search. Fifty (50) persons out of which thirty were elders and the others young and old adults were respondents. Semi-structured interviews were conducted and data were elicited and analyzed. Findings reveal that although the people believe in multiple variables in illness causation, and that there are spiritual connections in physical illnesses, there are also physical illnesses that are avertable if good health habits are practiced. It is therefore suggested that the understanding of indigenous knowledge models will be of great benefit to healthcare practitioners in evolving apt policies in the services of community dwellers.

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Representation of higher even-dimensional rhotrix

Abstract: The multiplication of higher even-dimensional rhotrices is presented and generalized. The concept of empty rhotrix, and the necessary and sufficient conditions for an even-dimensional rhotrix to be represented over a linear map, are investigated and presented.

Cited by 2 publications

References 6 publications

Diagonal function of natural rhotrix

Diagonal function of natural rhotrix

Some Esan-Nigeria indigenous knowledge models in the service of social medicine

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