A Multivalued Representation for View Synthesis
نویسندگان
چکیده
We propose a new depth-based representation of 3-D scenes primarily for the problem of arbitrary view synthesis. The information contained in a given image sequence is com-pacted into a single multivalued array, where points are organized by occlusions rather than by coherent aane motions. This grouping facilitates an automatic process to determine the number of layers and helps to reduce the ar-tifacts caused by occlusions in the scene. In addition, an iterative multiframe dynamic programming algorithm is described to produce piecewise smooth depth maps. A novel multiframe segmentation, tracking, and plane tting algorithm is also proposed to handle the traditionally diicult low-contrast regions. Reconstructed views as well as arbitrary yarounds of real scenes are presented to demonstrate the eeectiveness of the approach.
منابع مشابه
Multivalued Logic Mapping of Neurons in Feedforward Networks
A common view of feedforward neural networks is that of a black box since the knowledge embedded in the connection weights of a feedforward neural network is generally considered incomprehensible. Many researchers have addressed this deficiency of neural networks by suggesting schemes to obtain a Boolean logic representation for the output of a neuron based on its connection weights. However, t...
متن کاملOn Multivalued Supermartingales with Continuous Parameter: Martingale Selectors and Their Regularity
The existence of martingale selectors for a multivalued supermartin-gale with continuous parameter is proved.We also prove the weak regularity of multivalued supermartingales.Using the regularity of Banach-valued martingales,we show a multivalued supermartingale has a cadlag modiication under Kuratowski convergence. x1. Introduction Multivalued martingales and supermartingales with discrete par...
متن کاملA multivalued image wavelet representation based on multiscale fundamental forms
In this paper, a new wavelet representation for multivalued images is presented. The idea for this representation is based on the first fundamental form that provides a local measure for the contrast of a multivalued image. In this paper, this concept is extended toward multiscale fundamental forms using the dyadic wavelet transform of Mallat. The multiscale fundamental forms provide a local me...
متن کاملAn orthogonal wavelet representation of multivalued images
In this paper, a new orthogonal wavelet representation of multivalued images is presented. The idea for this representation is based on the concept of maximal gradient of multivalued images. This concept is generalized from gradients toward linear vector operators in the image plane with equal components along rows and columns. Using this generalization, the pyramidal dyadic wavelet transform a...
متن کاملNew multivalued functional decomposition algorithms based on MDDs
This paper presents two new functional decomposition partitioning algorithms that use multivalued decision diagrams (MDDs). MDDs are an exceptionally good representation for generalized decomposition because they are canonical and they can represent very large functions. Algorithms developed in this paper are for Boolean/multivalued input and output, completely/incompletely specified functions ...
متن کامل