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FIGUREI6I interpoloting to where splines ore superior higher-order A visuolrepresentotion o situotion of (c) ol on polynomiols The funciionto be fit undergoes obruptincreose -r : O Porls(o) through l in g o i n d i c o t e h o tt h e o b r u p tc h o n g ei n d u c e s s c i l l o t i o n s i n t e r p o l o i i np o l y n o m l o l s n c o n t r o s t , t o to connections, lineorsp ine {d) provideso much more becouseit is lirnited strcigl-Lt-line coproximotron occeolobJe

using System; using Microsoft.Synchronization; using Microsoft.Synchronization.Data; using Microsoft.Synchronization.Data.SqlServerCe; namespace SyncSample {

it are adjacentcubic equations visually smoothOn the surface, would seemthat thethirdYou expression order approximationof the splineswould be inferior to the seventh-order might wonder why a splinewould ever be preferable Figure 161 illustratesa situationwhere a spline performs betterthan a higher-order an polynomialThis is the casewhere a function is generallysmoothbut undergoes abrupt is depictedin Fig 161 along the region of interestThe stepincrease changesomewhere an extremeexampleof such a changeand servesto illustratethe point polynomialstendto swingthrough how higher-order Figure 16la throughc illustrates wild oscillations in the vicinity of an abrupt changeIn contrast, the spline also connects

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FIGURE62 I ' t T [ e o r c l t i n ge c h n i q u e l s i n go s p l i n eo o r o w -nio o hc l r u e l l r o l g - o s e r i eo f p o n i s \ o t i c e l of s [ ' h o w o l t e e n dp o i n l s [ e s p l i n s t r o i g h - e n s l i s< o le d o ' " o ' u r o l s p i n e e oui

Microsoft Sync Framework (MSF)

minimum As such,the splineusuallyprovidesa superiorapproximation the behaviorof of functionsthat have local, abruptchanges The conceptof the splineoriginatedfrom the drafting techniqueof using a thin, flexible strip (calleda spline) to draw smoothcurvesthrougha setof pointsThe process deis picted in Fig I 62 for a seriesof five pins (datapoints)In this technique, drafterplaces the paperover a woodenboard and hammersnails or pins into the paper(and board) at the location of the datapointsA smoothcubic curve resultsfrom interweavingthe strip between the pins Hence,the name "cubic spline" hasbeenadopted polynomialsof this type for In this chapter,simple linear functionswill first be usedto introducesomebasic conceptsandissues associated with splineinterpolation Then we derivean algorithmfor fitting quadraticsplinesto dataThis is followed by materialon the cubic spline,which is the most common and useful version in engineeringand science Finally, we describeMATLAB's capabilitiesfor piecewiseinterpolationincluding its ability to generate splines

public class SyncClient { SyncAgent sa; public void SetupAgent(){ SqlCeClientSyncProvider clientProvider = new SqlCeClientSyncProvider( @"data source=testsync.sdf", true); ServiceClient svc = new ServiceClient(); ServerSyncProvider serverProvider = new ServerSyncProviderProxy(svc); cagent sa = new SyncAgent { LocalProvider = clientProvider, RemoteProvider = serverProvider}; if (sa != null) { sa.Configuration.SyncTables.Add( "MyTableToSync", TableCreationOption.CreateNewTableOrFail, SyncDirection.DownloadOnly); } } public void Sync() { try { sa.Synchronize(); } catch (Exception e) { Console.WriteLine(e.ToString()); } } } }

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The Microsoft .NET Compact Framework (.NET CF) 3.5 includes a subset of WCF for smart devices, enabling them to communicate with remote WCF components. The .NET CF version of WCF ships with support only for message-level communications; a code generation tool is available which allows you to consume other WCF services. On the desktop, this utility is called svcutil.exe and generates a proxy client in code, which can consume the WCF service; however, its output does not compile against the .NET CF. Microsoft has provided the NETCFSvcUtil.exe tool contained in the Power Toys for .NET Compact Framework 3.5. You can find this download at http:/ /www.microsoft.com/downloads/details.aspx. This tool is analogous to the svcutil.exe and supports many of the same command-line switches but performs a few additional and modified steps, including the following: Verifies that the service being consumed offers endpoints compatible with the feature subset included in .NET CF 3.5. Generates the client proxy class in C# or VB that compiles against .NET CF or desktop WCF. Generates code for a .NETCFClientBase class that fills in where .NET CF doesn t support calling WCF services.

The system is tridiagonal because each node depends only on its adjacent Becausewe numberedthe nodes sequentially,the resulting equationsare tridiagonal cases basedon conservation laws often occur when solving differentialequations

Unlike svcutil.exe, this process will not generate a .config file to store the endpoint information. This information is stored in the client proxy code. To use this tool:

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