# Geometry

## 1004 Submissions

[4] **viXra:1004.0137 [pdf]**
*submitted on 10 Mar 2010*

### An Introduction to the Smarandache Geometries

**Authors:** L. Kuciuk, M. Antholy

**Comments:**
23 pages.

In this paper we make a presentation of these exciting geometries and present a model for
a particular one.

**Category:** Geometry

[3] **viXra:1004.0050 [pdf]**
*submitted on 8 Apr 2010*

### A Proof of Smarandache-Pătrașcu's Theorem using Barycentric Coordinates

**Authors:** Claudiu Coandă

**Comments:** 4 pages

In this article we prove the Smarandache-Pătrașcu's Theorem in relation to the inscribed
orthohomological triangles using the barycentric coordinates.

**Category:** Geometry

[2] **viXra:1004.0025 [pdf]**
*submitted on 3 Apr 2010*

### An Application of a Theorem of Orthohomological Triangles

**Authors:** Ion Pătraşcu, Florentin Smarandache

**Comments:** 3 pages

In this note we prove a problem given at a Romanian student mathematical competition, and we
obtain an interesting result by using a Theorem of Orthohomological Triangles.

**Category:** Geometry

[1] **viXra:1004.0003 [pdf]**
*submitted on 8 Mar 2010*

### Super-Mathematics Functions

**Authors:** Mircea Eugen Șelariu

**Comments:** 14 pages, translated from Romanian by Marian Nitu and Florentin Smarandache

In this paper we talk about the so-called Super-Mathematics Functions (SMF), which often
constitute the base for generating technical, neo-geometrical, therefore less artistic objects.
These functions are the results of 38 years of research, which began at University of Stuttgart
in 1969. Since then, 42 related works have been published, written by over 19 authors, as shown in
the References.

**Category:** Geometry