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Square Matrices A matrix is called square if it has the same row and column dimensions. The main diagonal of a square matrix A is the set of elements aij for which i j. The other elements are called off-diagonal. If all the off-diagonal elements of a square matrix A are zero, A is called a diagonal matrix. This and other special forms of square matrices are illustrated Fig. B.1. Sparse and Dense Matrices A matrix with a ``signi cant fraction'' (typically, half or more) of zero elements is called sparse. Matrices that are decidedly not sparse are called dense, although both sparsity and density are matters of degree. All the forms except symmetric shown in Fig. B.1 are sparse, although sparse matrices do not have to be square. Sparsity is an important characteristic for implementation of matrix methods, because it can be exploited to reduce computer memory and computational requirements.



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The Global Ring Network for Advanced Application Development (GLORIAD) is a facility that provides scientists around the world with advanced networking tools that improve communications and data exchange, enabling active, daily collaboration on common problems. GLORIAD provides large-scale applications support, communication services, large-scale data transport, access to unique scientific facilities, including Grid environments, and specialized network-based tools and technologies for diverse communities of scientists, engineers, and other researcher domains. Currently, GLORIAD has undertaken an expansion plan directed both at building a 10-Gbps hybrid backbone to interconnect national science and engineering networks in the USA, Russia, China, Canada, Korea, and The Netherlands and at creating a switching infrastructure at layer 2 to serve special communities, unique applications with particularly heavy service requirements, and to provide an infrastructure for network research and experimentation. The layer 2 switching infrastructure will eventually evolve into a similar infrastructure for switching layer 1 lightpaths. The GLORIAD network includes special Points of Presence (PoPs) in Chicago, Amsterdam, Moscow, Novosibirsk, Khabarovsk, Beijing, Hong Kong, Hong Kong, and Daejon (South Korea). At layer 1, the transport core of is supported by Multiservice Provisioning Systems (MSPPs). GLORIAD s supporters include the US National Science Foundation, a consortium of science organizations and ministries in Russia, the Chinese Academy of Sciences, the Ministry of Science and Technology of Korea, the Canadian CANARIE network, and The Netherlands SURFnet organization along with some telecommunications services donated by the VSNL telecommunications company. GLORIAD s US home is at the Joint Institute for Computational Science of the University of Tennessee and Oak Ridge National Laboratory (www.gloriad.org).





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Fc/Fc+ Fc/Fc+ aq.Ag/AgCl aq.Ag/AgCl aq.Ag/AgCl aq.Ag/AgCl aq.Ag/AgCl SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE SCE

T h e reader will soon realize that the arguments that are used in the sequel in order to arrive at the nonstationary EMSE, starting from the variance relation (20.32), are almost identical to the arguments used before in s 16-19 while studying the stationary EMSE of several adaptive filters. For this reason, the derivations here are brief.

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public class SketchBerry extends UiApplication implements TrackwheelListener { private myScreen _mainScreen; private int _horzPosOld; private int _vertPosOld; private int _horzPosNew; private int _vertPosNew; private boolean _drawing; public class myScreen extends MainScreen { public myScreen() { } protected void paint(Graphics gr) { if (_drawing) { gr.drawLine (_horzPosOld, _vertPosOld, _horzPosNew, _vertPosNew); } _horzPosOld = _horzPosNew; _vertPosOld = _vertPosNew; } }; public static void main(String[] args)

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Industry Automotive Chemicals Computers Consumer Goods Electronics Energy & Environment Health Care Products Internet Machines/ Tools Pharma & Biotech Semiconductors Software Telecom Avg. Rate 4.7% 4.7% 5.2% 5.5% 4.3% 5.0% 5.8% 11.7% 5.2% 7.0% 4.6% 10.5% 5.3% Median Rate 4.0% 3.6% 4.0% 5.0% 4.0% 5.0% 4.8% 7.5% 4.5% 5.1% 3.2% 6.8% 4.7% Royalty as % of Profit Rate 79.7% 25.9% 34.4% 30.8% 51.3% 52.9% 22.4% 492.6% 35.8% 17.7% 8.5% 22.6% 35.5%

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reports for executive level, tailored reports addressing speci c needs of different business units, and technical reports for the engineers. The content and detail of the reports typically depend on the reporting period. A weekly report probably has by default more content than a daily report, and a monthly report has wider coverage than a weekly report. The precise composition of each report type depends on the type of services covered by the SLA between the parties of the agreement. Ad hoc reports outside of the agreed reporting process can be compiled in exceptional situations, either speci ed in advance or according to the need. The reasons for sending ad hoc reports may be related to defects and failures. For the latter, the customer is typically interested in seeing MTTR-type metrics, in addition to MTBF-type ones. Security breaches are special situations that a customer wants and needs to be aware of.

The simulation results are obtained for two input high-speed logic waveforms consisting of square-wave and exponential pulses. The input square-wave pulses are of 50 ps duration with 12 ps rise and fall times. The input exponential pulses are of the form v t e t=t1 1 e t=t2 3:7:15

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Go through the steps once more and check the "Minimize size (Publishing Online)" check box on the Save As page. Click on the "Options" button and then in the resulting dialog box, uncheck the "ISO 19005-1 compliant (PDF/A)" check box. Click "OK" and "Save." The embedded links in the converted PDF file will now work.












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