In the paper the concept of a covertex inscribed triangle of a parabola in an isotropic plane is introduced. It is a triangle inscribed to the parabola that has the centroid on the axis of parabola, i.e. whose circumcircle passes through the vertex of the parabola. We determine the coordinates of the triangle centers, and the equations of the lines, circles and conics related to the triangle.U radu se uvodi pojam covertex trokuta upisanog paraboli u izotropnoj ravnini. To je trokut upisan paraboli čije težište leži na osi parabole, tj. čija opisana kružnica prolazi tjemenom parabole. Određuju se koordinate točaka te jednadžbe pravaca, kružnica i konika povezanih s tim trokutom
The cubic in an isotropic plane which passes through the intersections of the sides of an orthic tri...
Each allowable triangle of an isotropic plane can be set in a standard position, in which it is poss...
In this paper the existence of three circles, which touch the circumscribed circle and Euler circle ...
In the paper the concept of a covertex inscribed triangle of a parabola in an isotropic plane is int...
In this paper we study the properties of a parabola in an isotropic plane and compare the results ob...
We investigate affine properties of centroids formed by three points on a parabola together with the...
n this paper we consider the curve which is an envelope of the axes of homology of a given triangle ...
The geometry of the cyclic quadrangle in the isotropic plane has been discussed in [11]. Therein, it...
The concept of the Kiepert hyperbola of an allowable triangle in an isotropic plane is introduced in...
In this paper we consider a triangle pencil in an isotropic plane consisting of those triangles that...
We introduce a novel definition of a parabola into the framework of universal hyperbolic geometry, s...
In this paper the concept of cosymmedian triangles in an isotropic plane is defined. A number of sta...
In this paper we consider a triangle pencil in an isotropic plane consisting of the triangles that h...
Using the facts from the theory of conics, two theorems that are analogous to the theorems in triang...
In this paper non-tangential quadrilaterals in the isotropic plane are studied. A quadrilateral is c...
The cubic in an isotropic plane which passes through the intersections of the sides of an orthic tri...
Each allowable triangle of an isotropic plane can be set in a standard position, in which it is poss...
In this paper the existence of three circles, which touch the circumscribed circle and Euler circle ...
In the paper the concept of a covertex inscribed triangle of a parabola in an isotropic plane is int...
In this paper we study the properties of a parabola in an isotropic plane and compare the results ob...
We investigate affine properties of centroids formed by three points on a parabola together with the...
n this paper we consider the curve which is an envelope of the axes of homology of a given triangle ...
The geometry of the cyclic quadrangle in the isotropic plane has been discussed in [11]. Therein, it...
The concept of the Kiepert hyperbola of an allowable triangle in an isotropic plane is introduced in...
In this paper we consider a triangle pencil in an isotropic plane consisting of those triangles that...
We introduce a novel definition of a parabola into the framework of universal hyperbolic geometry, s...
In this paper the concept of cosymmedian triangles in an isotropic plane is defined. A number of sta...
In this paper we consider a triangle pencil in an isotropic plane consisting of the triangles that h...
Using the facts from the theory of conics, two theorems that are analogous to the theorems in triang...
In this paper non-tangential quadrilaterals in the isotropic plane are studied. A quadrilateral is c...
The cubic in an isotropic plane which passes through the intersections of the sides of an orthic tri...
Each allowable triangle of an isotropic plane can be set in a standard position, in which it is poss...
In this paper the existence of three circles, which touch the circumscribed circle and Euler circle ...