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Dec 01, 2023Open Access
The human language capacity at the 11th dimension of the material manifold enables us to construct countless true narrative representations (TNRs) and derivatives grounded in their meaningful components. Every true narrative consists of a sequence of signs reporting a distinct sequence of material events. The simplest TNRs are constructed in a chronological order. The constructive proofs given here show that time is dynamic. Although the present instant must be unextended to be distinct from pas...
Nov 30, 2022Open Access
In this paper, in order to solve the problem that cross product has no corresponding division in natural space, indefinite cross divisions are firstly introduced as the inverse operations of cross products, which solve the problem from another angle. Then a lot of basic properties of indefinite cross divisions are obtained, such as the Conversion Formulas between left and right indefinite cross quotients, and linear operation properties, where some are expected and some are special. Especially, ...
Mar 23, 2020Open Access
Highway sight distance is a measure of roadway visibility, which is an important factor in the assessment of road safety. Greater visibility can provide motorists more time to avoid crashes and conflicts, facilitating safe and efficient operation. However, poor visibility can reduce the driver’s ability to react to changing conditions and is a significant factor in roadway crashes and near collisions. A driver’s ability to view ambient roadway conditions is necessary for safe operation of a vehi...
Jul 02, 2019Open Access
This paper presents recent results of this author and Z. Kadelburg and also contains additional comments and remarks. These results complete the study of number systems which this author has published in OALib Journal in search of a ground for designing a simplified content assigned to primary teachers. This ground consisted of derivation of properties of the system N of natural numbers with 0 and of the use of these properties as ...
Jun 14, 2019Open Access
The purpose of the present paper is to sudy the pseudo-quasi-conformally flat, C·S=0, pseudo-quasi-conformal ø-symmetric and pseudo-quasi-conformal ø-recurrent 3-dimensional (LCS)n maifolds.
May 31, 2019Open Access
The present paper focuses on the study of ø-pseudo symmetric, ø-pseudo concircularly symmetric and ø-pseudo Ricci symmetric on ε-Para Sasakian Manifolds. Also interesting results are obtained.
Oct 25, 2017Open Access
Applications of the generalization of Mazur-Orlicz theorem to concrete spaces are proved. Suitable moment problems are solved, as applications of extension theorems of linear operators with a convex and a concave constraint. In particular, a relationship between Mazur-Orlicz theorem and Markov moment problem is partially illustrated. In the end of this work, an application to the multidimensional Markov moment problem of an earlie ...
Sep 15, 2017Open Access
In this paper, we obtain certain properties of an operator defined
by the convolution between Ruscheweyh and Salagean differential operator; coefficient inequality, extreme point growth and
distortion among other properties are investigated.
May 15, 2017Open Access
In this article, starting from geometrical considerations, he was born with the idea of 3D matrices, which have developed in this article. A problem here was the definition of multiplication, which we have given in analogy with the usual 2D matrices. The goal here is 3D matrices to be a generalization of 2D matrices. Work initially we started with 3×3×3 matrix, and then we extended to m× n× p matrices. In this article, we give the meaning of 3D matrices. We als...
Jun 24, 2015Open Access
In this paper, we have aimed at showing the available set of points of
Lobachevsky axiom by the help of Euclidean plane (As it is known, an Euclidean plane, which is a flat
surface with no thickness, extends forever to all directions.), especially on behalf of broadening the horizons in geo- metry education
of high school students.
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