Apollonius of Perga greatly contributed to geometry, specifically in the area of conics. Through the study of the “Golden Age” of Greek mathematics from about 300 to 200 B.C., Apollonius, who lived from about 262 to 190 B.C., is seen as an innovative geometer whose theories were eventually proved factual. By investigating his theorems on how the different kinds of conic sections are formed, the standard equations for each conic will be better understood. The achievements that have been made as a result of conics include flashlights to whispering galleries
The objective of this work is to present and demonstrate the reflective properties of the conics, a...
This workshop aims to discuss the main steps of a teaching experiment focusing on the introduction o...
The Apollonius problem is one of the circle tangency problems that the eponymous Apollonius the “gr...
Apollonius of Perga greatly contributed to geometry, specifically in the area of conics. Through the...
In the manner of Apollonius of Perga, but hardly any modern book, we investigate conic sections as s...
Master microform held by: UnM."List of principal authorities": p. [xiii]Introduction: pt. I. The ear...
"List of principal authorities": p. [xiii]Introduction: pt. I. The earlier history of conic sections...
The discovery of conic sections was made by Menaechmus (375-325 B.C.) an associate of Plato and a pu...
Book VI of the Konika is essentially devoted to the question of the identity and similarity of two c...
TITLE: Agebraic Curves in History and School AUTHOR: Bc. Tomáš Fabián DEPARTMENT: The Department of ...
TITLE: Agebraic Curves in History and School AUTHOR: Bc. Tomáš Fabián DEPARTMENT: The Department of ...
Conic sections, or conics, include the various geometric figures created by the intersection of a pl...
This paper explores Archimedes’ works in conoids, which are three dimensional versions of conic sect...
The notion of a manifold is a relatively recent one, but the theory of curves and surfaces in Euclid...
This text presents the classical theory of conics in a modern form. It includes many novel results t...
The objective of this work is to present and demonstrate the reflective properties of the conics, a...
This workshop aims to discuss the main steps of a teaching experiment focusing on the introduction o...
The Apollonius problem is one of the circle tangency problems that the eponymous Apollonius the “gr...
Apollonius of Perga greatly contributed to geometry, specifically in the area of conics. Through the...
In the manner of Apollonius of Perga, but hardly any modern book, we investigate conic sections as s...
Master microform held by: UnM."List of principal authorities": p. [xiii]Introduction: pt. I. The ear...
"List of principal authorities": p. [xiii]Introduction: pt. I. The earlier history of conic sections...
The discovery of conic sections was made by Menaechmus (375-325 B.C.) an associate of Plato and a pu...
Book VI of the Konika is essentially devoted to the question of the identity and similarity of two c...
TITLE: Agebraic Curves in History and School AUTHOR: Bc. Tomáš Fabián DEPARTMENT: The Department of ...
TITLE: Agebraic Curves in History and School AUTHOR: Bc. Tomáš Fabián DEPARTMENT: The Department of ...
Conic sections, or conics, include the various geometric figures created by the intersection of a pl...
This paper explores Archimedes’ works in conoids, which are three dimensional versions of conic sect...
The notion of a manifold is a relatively recent one, but the theory of curves and surfaces in Euclid...
This text presents the classical theory of conics in a modern form. It includes many novel results t...
The objective of this work is to present and demonstrate the reflective properties of the conics, a...
This workshop aims to discuss the main steps of a teaching experiment focusing on the introduction o...
The Apollonius problem is one of the circle tangency problems that the eponymous Apollonius the “gr...