17 citations · 72 across the 17 of their papers we have counts for
7 papers · 1 filter
The Universal Arrow of Time V-VI: (Part V) Unpredictable dynamics (Part VI) Future of artificial intelligence - Art, not Science: Practical Application of Unpredictable Systems
Oleg Kupervasser
The paper consists of the two independent papers:(Part V) We see that exact equations of quantum and classical mechanics describe ideal dynamics which is reversible and leads to Po…
Vision-Based Navigation I: A navigation filter for fusing DTM/correspondence updates
Oleg Kupervasser, Vladimir Voronov
An algorithm for pose and motion estimation using corresponding features in images and a digital terrain map is proposed. Using a Digital Terrain (or Digital Elevation) Map (DTM/DE…
The Universal Arrow of Time III-IV:(Part III) Nonquantum gravitation theory (Part IV) Quantum gravitation theory
Oleg Kupervasser
The paper consists of the two independent papers - the first one about Nonquantum Gravitation theory, the second one about Quantum Gravitation theory (Part III: Nonquantum Gravitat…
Vision-Based Navigation III: Pose and Motion from Omnidirectional Optical Flow and a Digital Terrain Map
Ronen Lerner, Oleg Kupervasser, Ehud Rivlin
An algorithm for pose and motion estimation using corresponding features in omnidirectional images and a digital terrain map is proposed. In previous paper, such algorithm for regu…
The Universal Arrow of Time II: Quantum mechanics case
Oleg Kupervasser
This paper is a natural continuation of our previous paper arXiv:1011.4173 . We illustrated earlier that in classical Hamilton mechanics, for overwhelming majority of real chaotic…
Hierarchy of protein loop-lock structures: a new server for the decomposition of a protein structure into a set of closed loops
Simon Kogan, Zakharia Frenkel, Oleg Kupervasser +1
HoPLLS (Hierarchy of protein loop-lock structures) (http://leah.haifa.ac.il/~skogan/Apache/mydata1/main.html) is a web server that identifies closed loops - a structural basis for…
Recovering Epipolar Geometry from Images of Smooth Surfaces
Oleg Kupervasser
We present four methods for recovering the epipolar geometry from images of smooth surfaces. In the existing methods for recovering epipolar geometry corresponding feature points a…