|
|
Visual Camera Orientation Estimation using Machine Learning
Kubička, Martin ; Polášek, Tomáš (referee) ; Čadík, Martin (advisor)
Účel tejto práce je vytvoriť model pomocou sférických konvolučných neuronových sietí, ktorý vie odhadnúť orientáciu kamery z dvoch vstupov, kde prvým vstupom je panoráma a druhým vstupom je fotka, ktorá zachytáva určitú časť panorámy. Inými slovami, úlohou je nájsť kde v panoráme, ktorá tvorí prvý vstup, sa nachádza fotka, ktorá tvorí druhý vstup. Mimo troch vytvorených modelov, ktoré riešia daný problém, vzniklo aj 6 nových datasetov, ktoré rozširujú momentálne dostupný počet datasetov, ktorých fotky sú v equirectangulárnom alebo stereografickom formáte
|
|
|
Spherical geometry
Kokh, Konstantin ; Vašík, Petr (referee) ; Doupovec, Miroslav (advisor)
This bachelor thesis deals with the description of sphere and spherical geometry. The second chapter defines the mathematical apparatus that we will need in the next part of the work. The third part begins with describing the sphere from the point of view of differential geometry of curves and planes. In the middle, we will show the conformal map of the sphere to the plane and the equiareal map of the sphere to the cylinder. Then we will describe the basic properties of spherical geometry. In the end, we will compare the properties of Euclidean geometry and spherical geometry.
|
|
|
Mercator projection, loxodromes, and related topics
Rauš, Jaroslav ; Slavík, Antonín (advisor) ; Boček, Leo (referee)
anglicky- Mercator projection, loxodromes, and related topics This bachelor thesis deals with the Mercator projection from both today's and historical point of view. Special emphasis is placed on the formal derivation of the projection, and on the studying of its properties. The projection for the surface of revolution is also considered. Then the thesis deals with the loxodromes, their properties, and their relation to the Mercator projection. The loxodromes on the surface of revolution are also considered, again. And the thesis ends with some relations between the Mercator projection, the stereographic projection, and the complex exponential function. 1
|
|
|
Mercator projection, loxodromes, and related topics
Rauš, Jaroslav ; Slavík, Antonín (advisor) ; Boček, Leo (referee)
anglicky- Mercator projection, loxodromes, and related topics This bachelor thesis deals with the Mercator projection from both today's and historical point of view. Special emphasis is placed on the formal derivation of the projection, and on the studying of its properties. The projection for the surface of revolution is also considered. Then the thesis deals with the loxodromes, their properties, and their relation to the Mercator projection. The loxodromes on the surface of revolution are also considered, again. And the thesis ends with some relations between the Mercator projection, the stereographic projection, and the complex exponential function. 1
|
|
|
Deset vět o pražském orloji
Křížek, Michal ; Šolcová, A. ; Somer, L.
We present ten geometrical and algebraical theorems that have a close connection with the astronomical clock (horologe) of Prague. In particular, we found that there is a remarkable relationship between the triangular numbers and the bellworks of the astronomical clock.
|
guest ::
