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(C.63) As is a unit vector, we could choose a particular rotated set of Cartesian coordinates such that 0, would coincide with one of the imaginary units. Let us call this imaginary unit 'to In this rotated set of coordinates,

The If statement is required here because you cannot convert a DBNull to a date using CType So you rst need to ensure that it is not a null Use the Nullable structure any time you need to support nulls in a value type, such as an integer, Boolean, or date

e- n9 / 2 = e- t9 / 2 = cos ~ -

'tsin~,

For the Purchase Tracker sample application: Open the Product class in the Code Editor Add the InventoryDate property, as defined in this section Add code to declare a backing variable, and get and set its value in the property, as defined in this section Add documentation for the InventoryDate property using XML comments Open the ProductWin form in the Code Editor

{ accessible"); { instantiable");

(C.64)

as _'t 2 = -1 just like the ordinary imaginary number i. Going back now to the old unrotated coordinates, we can write

5

(C.65)

In the Load event for the ProductWin form, add code to set and then display the InventoryDate property:

ll(O) =

2" {cos 0-

Dim prod as Product prod = New Product prodInventoryDate = Now() DebugWriteLine(prodInventoryDate) ' Displays 9/25/2006 1:45:53 PM

. O}

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// Exercise the set saddAll(ArraysasList(args)subList(1, argslength-1)); Systemoutprintln(s); }

{ 0 -. O} .

Run the application It displays your splash screen and then shows the MDI parent form Select Products | Manage Products to display the ProductWin form The debug message appears in the Immediate window (Debug | Windows | Immediate) or in the Output window (Debug | Windows | Output), depending on your settings

(C.66)

Now notice that to rotate the coordinate axes by {} round keeping r fixed is the same as to rotate r by -{} round kf~eping the coordinate axes fixed. Moreover, as (cos {} /2+0 sin {} /2)(cos (}/2+0sin {} /2) = 1, the time component does not change and we can write

By adding properties to your classes, you provide your application with easy access to object data This allows the user interface, for example, to display and update the data

~ + nsin ~ },

(C.67)

For some developers, myself included, it may seem unnatural at first to have properties defined for your business objects Until recently, the best practice for Web applications and large-scale systems was to keep your business objects stateless so that they did not retain any property values between calls The business objects consisted of only methods Any data needed by those methods was passed in as parameters Stateful classes were deemed inappropriate for Web applications because there was no efficient way to maintain the values of the properties between calls to a page Stateful classes were deemed inefficient for large-scale systems with application servers because each time the user interface requested a property from the business object, a network hit was required to retrieve the data from the application server and pass it down These were called chatty calls With the simplicity of deployment, all application components are now often deployed to the user s system, reducing the need for application servers And many features have been added to simplify Web state management With many of the new features of NET and today s architectural practices, it now makes sense to build stateful business objects This opens the door for building objects that can easily support object binding

.

which is the formula discovered by Cayley. Last but not least, let us obtain an explicit formula for a simple Lorentz transformation, say a Lorentz boost. An arbitrary Lorentz transformation (excluding reflections) can be obtained by applying a boost and then an ordinary three-dimensional rotation. In vector notation, a Lorentz boost can be written as [48, 566] r' = r + (-y .- 1)(r . v)v - f3'Yctv, (C.68) (C.69)

ct' = 'Y{ ct - f3r v},

The methods of a class de ne the behavior and functionality associated with the class Methods are implemented as subroutines and functions For example, a Product class has Create and Save methods This section details the process of creating a method It then covers some additional techniques for de ning methods

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