Cooperative communication has been considered as a promising method for benefiting the advantages from MIMO (multiple-input multiple-output) system for single antenna mobiles in the wireless network, and many importan...
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This paper presents a method of recovering digital ink for an intelligent camera pen, which is characterized by the functions that (1) it works on ordinary paper and (2) if an electronic document is printed on the pap...
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This paper is to propose a method for dept. estimation in a 2D image using wavelet analysis. According to our observations, the high frequency components represent focused objects in images of limited dept. of field (...
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As a global interconnection, bus is critical for chip performance in deep submicron technology. Reducing bus routing vias will facilitate the lithography and give bus routing a higher yield and also a higher performan...
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The Industrial Ethernet is promising for the implementation of a Cloud Computing based control system. However, numerous standard organizations and vendors have developed various Industrial Ethernets to satisfy the re...
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We formalize paper fold (origami) by graph rewriting. Origami construction is abstractly described by a rewrite system (O,R), where O is the set of abstract origami's and is a binary relation on O, called fold. An...
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We formalize paper fold (origami) by graph rewriting. Origami construction is abstractly described by a rewrite system (O,R), where O is the set of abstract origami's and is a binary relation on O, called fold. An abstract origami is a triplet (Π,∼), where Π is a set of faces constituting an origami, and ∼ and are binary relations on Π, each representing adjacency and superposition relations of the faces. Origami construction is modeled as a rewrite sequence of abstract origami's. We then address the problems of representation and transformation of abstract origami's and of reasoning about the construction for computational purposes. We present a hypergraph of origami and define origami fold as algebraic graph transformation. The algebraic graph theoretic formalism enables us to reason origami in two separate domains of discourse, i.e. pure combinatoric domain and geometric domain R × R, and thus helps us to further tackle challenging problems in origami research.
Within the scope of information retrieval, efficient similarity search in large document or multimedia collections is a critical task. In this paper, we present a rigorous comparison of three different approaches to t...
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Requirements changes sometimes cause a project to fail. A lot of projects now follow incremental development processes so that new requirements and requirements changes can be incorporated as soon as possible. These p...
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This paper presents a web-application supporting structured decision modelling and analysis. The application allows for decision modelling with respect to different preferences and views, allowing for numerically impr...
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In this work a decision support tool for optimal administration of Levodopa (L-Dopa) in patients with Parkinson's Disease (PD) is presented. The so called Medication Change Proposer (MCP) is part of the PERFORM sy...
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