Publication Details
Overview
 
 
Wenqi Chang, , Adrian Munteanu
 

Chapter in Book/ Report/ Conference proceeding

Abstract 

The paper introduces a novel L ∞ -constrained compression method for depth maps. The proposed method performs depth segmentation and depth prediction in each segment, encoding the resulting information as a base layer. The depth residuals are modeled using a Two-Sided Geometric Distribution, and distortion and entropy models for the quantized residuals are derived based on such distributions. A set of optimal quantizers is determined to ensure a fix rate budget at a minimum L ∞ distortion. A fixed-rate L ∞ codec design performing context-based entropy coding of the quantized residuals is proposed, which is able to efficiently meet user constraints on rate or distortion. Additionally, a scalable L ∞ codec extension is proposed, which enables encoding the quantized residuals in a number of enhancement layers. The experimental results show that the proposed L ∞ coding approach substantially outperforms the L ∞ coding extension of the state-of-the-art CALIC method.

Reference