This work presents a survey of the current state of the art of visualization techniques for parallel coordinates. It covers geometric models for constructing parallel coordinates and reviews methods for creating and understanding visual representations of parallel coordinates. The classification of these methods is based on a taxonomy that was established from the literature and is aimed at gui...

In this paper we consider wildly ramified power series, i.e. , series defined over a field of positive characteristic, fixing the origin, where it is tangent to identity. setting introduce new invariant under change coordinates called second residue fixed point index and provide closed formula for it. As name suggests closely related index, they coincide in case that have small multiplicity. Fi...

The article examines a prognostic method aimed at determining the propensity for delinquent behavior and personal characteristics of adolescents that influence formation illegal (basic drives, current tendencies, necessary sphere types accentuation character traits).This made it possible to combine both subjective projective verbal methods (methodology Sondi’s eight trains in modification by L....

This paper focuses on the use of graphical display of multidimensional data using an improved version of parallel coordinates. It shows how visualization can be used effectively for exploratory data analysis and describes WinViz, a tool that realizes it.

Motivated by recent developments in numerical Lie group integrators, we introduce a family of local coordinates on Lie groups denoted generalized polar coordinates. Fast algorithms are derived for the computation of the coordinate maps, their tangent maps and the inverse tangent maps. In particular we discuss algorithms for all the classical matrix Lie groups and optimal complexity integrators ...

Implementations of interactive parallel coordinate plots in geographic visualization systems are presented. The plots represent spatial and spatio-temporal data, and are linked to maps and scatterplots. The interactive features of the parallel coordinate representations are discussed, with particular emphasis on their ability to facilitate geographic data exploration and understanding. The pape...

In this paper we present angular brushing for parallel coordinates (PC) as a new approach to highlighting rational data-properties, i.e., features which – in a non-separable way – depend on two data dimensions. We also demonstrate smooth brushing as an intuitive tool for specifying nonbinary degree-of-interest functions (for focus+context visualization). We also briefly describe our implementat...

In this paper we will discuss local coordinates canonically corresponding to a Kähler metric. We will also discuss the C ∞ convergence of Bergman metrics following Tian's result on C 2 convergence of Bergman metrics. At the end we present an interesting characterization of ample line bundle that could be useful in arithmetic geometry.

This paper introduces Temporal Density Parallel Coordinates (TDPC) and Depth Cue Parallel Coordinates (DCPC) which extend the standard 2D parallel coordinates technique to capture time-varying dynamics. The proposed techniques can be used to analyse temporal positions of data items as well as temporal positions of changes occurring using 2D displays. To represent temporal changes, polygons (ins...