Diplomsko delo obravnava geometrijski lik, ki se imenuje arbelos ali čevljarski nož. Z njim se je ukvarjal že Arhimed, kasneje pa so se mu posvečali še mnogi drugi matematiki. V delu je predstavljenih več zanimivih krogov in njihove lastnosti: Arhimedova dvojčka, Paposova veriga, Apolonijev krog, Bankoffov krog in Schochova kroga.This thesis discusses the geometric form called Arbelos or the Shoemaker´s Knife. It was studied by Archimedes and was later delt with by numerous other mathematicians. The work presents several interesting circles and their properties: Twin Circles of Archimedes, Pappus Chain, Apollonius Circle, Bankoff Circle and Schoch´s Circles
U radu opisujemo probleme vezane uz geometriju kojima su se bavili starogrčki matematičari, a koji s...
Práce se zabývá geometrickou tvorbou Leonarda da Vinci. Je zde shrnuta historie pavimenta a mnohostě...
Tato diplomová práce je věnována geometrickým zobrazením a její text je tématicky určen studentům tř...
The present bachelor thesis proposes several captivating planar objects and their utilization in hig...
Abstract. We construct 4 circles in the arbelos which are congruent to the Archimedean twin circles....
Abstract. We generalize the Archimedean circles in an arbelos (shoemaker’s knife) given by Thomas Sc...
Abstract. We give several simple constructions of the incircle of an arbelos, also known as a shoema...
Cilj ovog završnog rada bio je proučiti arbelos i Arhimedove kružnice. Na početku rada definirani su...
We generalize the arbelos and its Archimedean circles, and show the existence of the generalized Arc...
Magistrsko delo obravnava arbelos, parabelos in f-belos. Izhodišče predstavlja arbelos, to je lik om...
In the arbelos three simple circles are constructed on which the tangency points for three circle ch...
Abstract. We construct some new Archimedean circles in an arbelos in connec-tion with the nine-point...
Abstract. We explore the arbelos to find more Archimedean circles and sev-eral infinite families of ...
Pappusov teorem o šesterovrhu jedan je od najvažnijih teorema projektivne geometrije. On opisuje kon...
Plohe i krivulje, te građevina i arhitektura ključni su pojmovi u ovom radu. U svrhu pisanja ovog ra...
U radu opisujemo probleme vezane uz geometriju kojima su se bavili starogrčki matematičari, a koji s...
Práce se zabývá geometrickou tvorbou Leonarda da Vinci. Je zde shrnuta historie pavimenta a mnohostě...
Tato diplomová práce je věnována geometrickým zobrazením a její text je tématicky určen studentům tř...
The present bachelor thesis proposes several captivating planar objects and their utilization in hig...
Abstract. We construct 4 circles in the arbelos which are congruent to the Archimedean twin circles....
Abstract. We generalize the Archimedean circles in an arbelos (shoemaker’s knife) given by Thomas Sc...
Abstract. We give several simple constructions of the incircle of an arbelos, also known as a shoema...
Cilj ovog završnog rada bio je proučiti arbelos i Arhimedove kružnice. Na početku rada definirani su...
We generalize the arbelos and its Archimedean circles, and show the existence of the generalized Arc...
Magistrsko delo obravnava arbelos, parabelos in f-belos. Izhodišče predstavlja arbelos, to je lik om...
In the arbelos three simple circles are constructed on which the tangency points for three circle ch...
Abstract. We construct some new Archimedean circles in an arbelos in connec-tion with the nine-point...
Abstract. We explore the arbelos to find more Archimedean circles and sev-eral infinite families of ...
Pappusov teorem o šesterovrhu jedan je od najvažnijih teorema projektivne geometrije. On opisuje kon...
Plohe i krivulje, te građevina i arhitektura ključni su pojmovi u ovom radu. U svrhu pisanja ovog ra...
U radu opisujemo probleme vezane uz geometriju kojima su se bavili starogrčki matematičari, a koji s...
Práce se zabývá geometrickou tvorbou Leonarda da Vinci. Je zde shrnuta historie pavimenta a mnohostě...
Tato diplomová práce je věnována geometrickým zobrazením a její text je tématicky určen studentům tř...