activity
20192022
most citedRelationships Between Circles Inscribed in Triangles and Related Curvilinear Triangles

2 citations · 5 across the 8 of their papers we have counts for

collaborators

8 papers

math.GM2022

Relationships between a Central Quadrilateral and its Reference Quadrilateral

Stanley Rabinowitz, Ercole Suppa

Let P be a point inside a convex quadrilateral ABCD. The lines from P to the vertices of the quadrilateral divide the quadrilateral into four triangles. If we locate a triangle cen…

math.HO2022★ 1 cited

The Shape of Central Quadrilaterals

Stanley Rabinowitz, Ercole Suppa

The diagonals of a quadrilateral form four component triangles (in two ways). For each of various shaped quadrilaterals, we examine 1000 triangle centers located in these four comp…

math.HO2022★ 1 cited

Catalog of Properties of the First Isodynamic Point of a Triangle

Stanley Rabinowitz

The first isodynamic point of a triangle is one of many notable points associated with a triangle. It is named X(15) in the Encyclopedia of Triangle Centers. This paper surveys kno…

math.HO2022

Computer Investigation of Properties of the Gergonne Point of a Triangle

Stanley Rabinowitz, Ercole Suppa

The incircle of a triangle touches the sides of the triangle in three points. It is well known that the lines from these points to the opposite vertices meet at a point known as th…

math.HO2021★ 2 cited

Relationships Between Circles Inscribed in Triangles and Related Curvilinear Triangles

Stanley Rabinowitz

If P is a point inside triangle ABC, then the cevians through P extended to the circumcircle of triangle ABC create a figure containing a number of curvilinear triangles. Each curv…

math.HO2021

Arrangement of Central Points on the Faces of a Tetrahedron

Stanley Rabinowitz

We systematically investigate properties of various triangle centers (such as orthocenter or incenter) located on the four faces of a tetrahedron. For each of six types of tetrahed…