Add to ORKGNeutral geometry is the geometry made possible with the first 28 theorems of Euclid’s Book 1—those results that do not rely on the parallel postu-late. Hyperbolic geometry diverges from Euclidean geometry in that there are two parallels (asymptotic) to a given line through a given point an
This thesis consists of three chapters. In the first chapter, Euclidean plane and basic concepts on ...
Während die Konstruktionen mit Zirkel und Lineal einen festen Bestandteil der Schul- und Hochschulge...
Examines various attempts to prove Euclid's parallel postulate — by the Greeks, Arabs and Renaissanc...
Euclid introduced five postulates as the fundamentals for the study of geometry. Over time his fifth...
In general, when one refers to geometry, he or she is referring to Euclidean geometry. Euclidean geo...
In the present dissertation we will introduce the historical development of the hyperbolic geometry....
This thesis is an exposition of the article Euclidean Construction and the Geometry of Origami writt...
In origami, an artist uses paper to construct a three-dimensional object by making folds from a set ...
Origami is an old Japanese art of paper folding. From a mathematical point of view, we consider a sh...
is held by those that are true in neutral geometry, that is, without either assuming or denying the ...
Abstract. The hyperbolic plane is an example of a geometry where the first four of Euclid’s Axioms h...
The aim of this work is to increase awareness about the existence of another geometries which are no...
Euclidean geometry is widely accepted as the model for our physical space; however, there is not a c...
The purpose of this monograph is to study the geometry of origami and its applications in Euclidean ...
RESUMEN: El descubrimiento de la geometría hiperbólica supuso la apertura de un nuevo horizonte dond...
This thesis consists of three chapters. In the first chapter, Euclidean plane and basic concepts on ...
Während die Konstruktionen mit Zirkel und Lineal einen festen Bestandteil der Schul- und Hochschulge...
Examines various attempts to prove Euclid's parallel postulate — by the Greeks, Arabs and Renaissanc...
Euclid introduced five postulates as the fundamentals for the study of geometry. Over time his fifth...
In general, when one refers to geometry, he or she is referring to Euclidean geometry. Euclidean geo...
In the present dissertation we will introduce the historical development of the hyperbolic geometry....
This thesis is an exposition of the article Euclidean Construction and the Geometry of Origami writt...
In origami, an artist uses paper to construct a three-dimensional object by making folds from a set ...
Origami is an old Japanese art of paper folding. From a mathematical point of view, we consider a sh...
is held by those that are true in neutral geometry, that is, without either assuming or denying the ...
Abstract. The hyperbolic plane is an example of a geometry where the first four of Euclid’s Axioms h...
The aim of this work is to increase awareness about the existence of another geometries which are no...
Euclidean geometry is widely accepted as the model for our physical space; however, there is not a c...
The purpose of this monograph is to study the geometry of origami and its applications in Euclidean ...
RESUMEN: El descubrimiento de la geometría hiperbólica supuso la apertura de un nuevo horizonte dond...
This thesis consists of three chapters. In the first chapter, Euclidean plane and basic concepts on ...
Während die Konstruktionen mit Zirkel und Lineal einen festen Bestandteil der Schul- und Hochschulge...
Examines various attempts to prove Euclid's parallel postulate — by the Greeks, Arabs and Renaissanc...