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You might also use this website to see goemetrija when a exclusive day or the date of the latest films. Faculty of Technical Sciences.

The relationships between the introduced concepts and some well known elements of a triangle will also be studied.

In this paper we examine the relationships between cubic structures, totally symmetric medial quasigroups, and commutative groups.

Non associative algebraic structures and their application Neasocijativne algebarske strukture i njihove primjeneMinistry of Science, Education and Sports of the Republic Croatia, Department of Mathematics, University Of Zagreb, Principal investigator: Some statements about relationships between introduced concepts and some other previously studied geometric concepts about triangle will be investigated in an isotropic plane and some analogies with the Euclidean case will be also considered.

In addition, it will include a picture of a kind that could be seen in the gallery of Nacrtna Geometrija Knjiga.

A number of significant properties of the introduced concepts are considered.

A number of statements about some important properties of these triangles will be proved.

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The concept of the affine fullerene C60 will be constructed in a general GS-quasigroup using the statements about the relationships between affine regular pentagons and affine regular hexagons.

A number of statements about relationships between some concepts of the triangle and their dual concepts are also proved.

The concept of the affine-regular hexagon, by means of six parallelograms, is defined and investigated in any parallelogram space and geometrical interpretation in the affine plane is also given.

It will be shown that the affine fullerene C60, which is defined as an affine image of buckminsterfullerene C60, can be obtained only by means of the golden section.

In the case of a standard triangle the expressions for the center and the axis of this homology are given.

The concept of the Steiner point of a triangle in an isotropic plane is defined in this paper.

The theorem of the unique determination of the affine regular icosahedron by means of its four vertices which satisfy certain conditions will be proved.

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Some other statements about the introduced concepts and the connection with the concept of complementarity, isogonality, reciprocity, as well as the Brocard diameter, the Euler line, and the Steiner point of an allowable triangle are also considered.

We prove that the existence of a cubic structure on the given set is equivalent to the existence of a totally symmetric medial quasigroup on this set, and it is equivalent to the existence of a commutative group on this set.

Using the standard position of the allowable triangle in the isotropic plane relationships between this triangle and its contact and tangential triangle are studied.

Constructive processing of basic geometric surfaces and bodies used in mechanical engineering.

The concept of the Steiners ellipse of the triangle in an isotropic plane is introduced.

We also explore some other interesting properties of this hyperbola and its connection with some other significant elements of a triangle in an isotropic plane.

Volenec, The meaning of computer search in the study of some classes of IM-quasigroups, Croatian Journal of Education 53J.

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Faculty of Technical Sciences.

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