21 citations · 23 across the 7 of their papers we have counts for
7 papers
Reconstruction and uniqueness of moving obstacles
Kamen M. Lozev
We study the uniqueness and accuracy of the numerical solution of the problem of reconstruction of the shape and trajectory of a reflecting obstacle moving in an inhomogeneous medi…
Mathematical Modeling for Tomography in Domains with Reflecting Obstacles
Kamen Lozev
This work develops new numerical methods for the solution of the tomography problem in domains with reflecting obstacles. We compare the solution's performance for Lambertian refle…
Mathematical Modeling and Solution of the Tomography Problem in Domains with Reflecting Obstacles
Kamen Lozev
This work develops new numerical methods for the solution of the tomography problem in domains with reflecting obstacles. We compare the solution's performance for Lambertian refle…
Algorithms for High-Performance Networking in the Presence of Obstacles
Kamen Lozev
This work develops novel algorithms for high-performance networking in the presence of obstacles based on a method for communicating via ultrasonic rays reflected at the obstacles.…
Shape and Trajectory Tracking of Moving Obstacles
Kamen Lozev
This work presents new methods and algorithms for tracking the shape and trajectory of moving reflecting obstacles with broken rays, or rays reflecting at an obstacle. While in tom…
Numerical Solution of the Tomography Problem in Domains with Obstacles
Kamen Lozev
We study numerical methods of tomography in domains with a reflecting obstacle. It will be shown that tomography with sets containing both broken rays, i.e. rays reflecting at the…
A Symphony Conducted by Brunet
P. Oscar Boykin, Jesse S. A. Bridgewater, Joseph S. Kong +3
We introduce BruNet, a general P2P software framework which we use to produce the first implementation of Symphony, a 1-D Kleinberg small-world architecture. Our framework is desig…