Generalized connected operators

This paper deals with the notion of connected operators These operators are becoming popular in image processing because they have the fundamental property of simplifying the signal while preserving the contour information In a rst step we recall the basic notions involved in binary and gray level connected operators. Then we show how one can extend and generalize these operators We focus on two important issues the connectivity and the simplication criterion We will show in particular how to create connectivities that are either more or less strict than the usual ones and how to build new criteriaPeer ReviewedPostprint (published version

Pushdown Compression

The pressing need for eficient compression schemes for XML documents has recently been focused on stack computation [6, 9], and in particular calls for a formulation of information-lossless stack or pushdown compressors that allows a formal analysis of their performance and a more ambitious use of the stack in XML compression, where so far it is mainly connected to parsing mechanisms. In this paper we introduce the model of pushdown compressor, based on pushdown transducers that compute a single injective function while keeping the widest generality regarding stack computation. The celebrated Lempel-Ziv algorithm LZ78 [10] was introduced as a general purpose compression algorithm that outperforms finite-state compressors on all sequences. We compare the performance of the Lempel-Ziv algorithm with that of the pushdown compressors, or compression algorithms that can be implemented with a pushdown transducer. This comparison is made without any a priori assumption on the data's source and considering the asymptotic compression ratio for infinite sequences. We prove that Lempel-Ziv is incomparable with pushdown compressors

Alien Registration- Albert, Philippe (Lewiston, Androscoggin County)

https://digitalmaine.com/alien_docs/30242/thumbnail.jp

Incomplete markets, labor supply and capital accumulation

In this paper we explore the accumulation of capital in the presence of limited insurance against idiosyncratic shocks, borrowing constraints and endogenous labor supply. As in the exogenous labor supply case (e.g. Aiyagari 1994, Huggett 1997), we find that steady states are characterized with an interest rate smaller than the rate of time preference. However,wealsofind that when labor supply is endogenous the presence of uncertainty and a borrowing limit are not enough to give rise to “aggregate precautionary savings”.Idiosyncratic Shocks, Incomplete Insurance, Labor Supply

Alien Registration- Albert, Philippe (Lewiston, Androscoggin County)

https://digitalmaine.com/alien_docs/30241/thumbnail.jp

Examining Recent Trends in Poverty, Inequality, and Vulnerability

Despite the many propoor policies, programs, and projects instituted, the country's gains in the fight against poverty have still been modest. This Note explains why and recommends that a comprehensive roadmap for economic development and poverty reduction based on analysis of historical trends and on a specific identification of goals and targets has to be drawn up.vulnerability, poverty, inequality, poverty reduction, Philippines

Stereo image analysis using connected operators

Connected operators are increasingly used in image processing due to their properties of simplifying the image with various criteria, without loosing contour's information. These properties are related to the connected operator approach that either preserves or completely eliminates a determined connected component, according to an established criterion of analysis. In this paper we will define a new connected operator for stereo images. The goal is to simplify one of the images (left) in the sense that the operator will eliminate the image components that are not present at a determined location in the other image (right). This filter let us select in a stereo image, objects as a function of their distance from the observer (for instance used in auto guided vehicles).Peer ReviewedPostprint (published version

Motion connected operators for image sequences

This paper deals with motion-oriented connected operators. These operators eliminate from an original sequence the components that do not undergo a specific motion (defined as a filtering parameter). As any connected operator, they achieve a simplification of the original image while preserving the contour information of the components that have not be removed. Motion-oriented filtering may have a large number of applications including sequence analysis with motion multi-resolution decomposition or motion estimation.Peer ReviewedPostprint (published version