160 research outputs found

    Multi-touch interaction principles for collaborative real-time music activities: towards a pattern language

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    In this paper we give an analysis of the literature on a set of problems that can arise when undertaking the interaction design of multi-touch applications for collaborative real-time music activities, which are designed for multitouch technologies (e.g. smartphones, tablets, interactive tabletops, among others). Each problem is described, and a candidate design pattern (CDP) is suggested in the form of a short sentence and a diagram—an approach inspired by Christopher Alexander’s A Pattern Language. These solutions relate to the fundamental collaborative principles of democratic relationships, identities and collective interplay. We believe that this approach might disseminate forms of best design practice for collaborative music applications, in order to produce real-time musical systems which are collaborative and expressive

    El sistema comunicatiu valencià

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    From Leibniz's characteristica geometrica to contemporary Geometric Algebra

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    Using intersection theory

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    From the introduction: ``The main goal of this work is to present, together with the basic concepts of intersection theory, a number of concrete examples to illustrate several aspects of the calculations and uses of intersection rings, especially in enumerative geometry. `Òur intention is to indicate the richness of geometrical thinking, in problems whose natural solution is through intersection theory, with a minumum of theoretical build-up. In so doing we hope that it will become increasingly clear that a large harvest is still conceivably to be reaped from the impressively general intersection theory that is currently available. We would also like that these notes be a bridge stretching from contemporary intersection theory to more classical styles of thinking, in particular in enumerative geometry, and also the other way around. Most of the examples were studied by many workers, both classical and modern, and so our job here is, in part, to survey results that are scattered through many sources and involving many generations.'' This monograph collects the material covered by the author in eight lectures given in Mexico in 1992, and it delivers precisely what the introduction promises. Topics include: Intersection rings; Chern classes; Projective bundles; Grassmannians; Flag varieties; Characteristic numbers; Rational equivalence on a blow-up; and Complete quadrics. The results are presented in a cogent fashion, and the examples are chosen very well. Few proofs are provided, and are more often replaced with directions to the established references on the subject. This survey can be recommended to anyone seeking some exposure to classical intersection theory, and to students looking for an engaging introduction to the subject—especially if they take it as a guided tour through the literature. Reviewer: Aluffi, PaoloPeer ReviewedPostprint (published version
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