Υπερβολική Γεωμετρία. Εφαρμογή της Υπερβολικής Γεωμετρίας στο μοντέλο του Poincaré

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# Category: Mathematics

## Συνέδριο Μ-Ε 2013

## Geometrical Transformations

## Euclidean (plane) Geometry.

## Relations between the distances of points in n-space

## Cutting Numbers

## Problems of Geometry

## The projections of a convex body

## Generalization of Chebyshev Inequality (N.Dergiades G.Tsintsifas)

## An interesting theorem in Topology

## Two conjectures for convex sets

Υπερβολική Γεωμετρία. Εφαρμογή της Υπερβολικής Γεωμετρίας στο μοντέλο του Poincaré

This is a book written in Greek on Geometrical Transformations with theory and problems.

This is a book on Plane Euclidean Geometry. Theorems and Problems.

This is a paper about cutting numbers

The projections on the coordinate planes of a convex body. The Loomis-Whitney inequality.

In our generalization we have found intermediate terms between the two parts of the Chebyshev inequality

We prove an interesting theorem in Topology similar to the Helly type theorem in Convexity.

R.J.Gardner, S.Kwapien and D.P.Laurie working on a conjecture of B.Grunbaum, reached two elegant conjectures including inequalities about ovals. Here is an interesting solution.