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(Q(rl, r2)) = Q(7'l - 7'2) (G(r, r o )) = Gc(r -r o )

(4.1.17a) (4.1.17b)

Glk)

Q(k) =

(4.1.18a) (4.1.18b)

Gc (7')

CalendarClosed, CalendarOpened, DateSelected, GotFocus, KeyDown, KeyUp, LayoutUpdated, Loaded, LostFocus, MouseEnter, MouseLeave, MouseLeftButtonDown, MouseLeftButtonUp, MouseMove, SizeChanged, TextParseError

=(0) -:;

= (2:)3

(4.1.18c)

CheckAccess, Equals, Finalize, GetAnimationBaseValue, GetHashCode, GetType, GetValue, MemberwiseClone, SetValue, ToString

=(0) _

y , = A,(z,) AZ(Z2) ***A,(z,)

(k) _

};2 _

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CheckAccess, Equals, Finalize, GetAnimationBaseValue, GetHashCode, GetType, GetValue, MemberwiseClone, ReadLocalValue, SetValue, ToString

= =(0) _

Gc(k) = G (k)

CheckAccess, Equals, Finalize, GetAnimationBaseValue, GetHashCode, GetType, GetValue, MemberwiseClone, SetValue, ToString

=(0) _ =

(k)Q(k)Gc(k)

-1 G(O) (k)

ActualHeight, ActualWidth, Clip, Cursor, DataContext, DesiredSize, Dispatcher, Fill, GeometryTransform, Height, HorizontalAlignment, IsHitTestVisible, Language, Margin, MaxHeight, MaxWidth, MinHeight, MinWidth, Name, Opacity, OpacityMask, Parent, RenderSize, RenderTransform, RenderTransformOrigin, Resources, Stretch, Stroke, StrokeDashArray, StrokeDashCap, StrokeDashOffset, StrokeEndLineCap, StrokeLineJoin, StrokeMiterLimit, StrokeStartLineCap, StrokeThickness, Style, Tag, Triggers, VerticalAlignment, Visibility, Width

(4.1.19)

Gc(k) =

(I - dO) (k)Q(k))

Arrange, ArrangeOverride, CaptureMouse, CheckAccess, Equals, Finalize, FindName, GetAnimationBaseValue, GetHashCode, GetType, GetValue, HitTest, InvalidateArrange, InvalidateMeasure, Measure, MeasureOverride, MemberwiseClone, ReleaseMouseCapture, SetBinding, SetValue, ToString, TransformToVisual, UpdateLayout

(0) -:; _

(4.1.20)

G (k) - (k2 _ k;,)

GotFocus, KeyDown, KeyUp, LayoutUpdated, Loaded, LostFocus, MouseEnter, MouseLeave, MouseLeftButtonDown, MouseLeftButtonUp, MouseMove, SizeChanged

(4.1.21)

Gc(k)

k;n) Q(k)

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ActualHeight, ActualWidth, Background, Children, Clip, ColumnDefinitions, Cursor, DataContext, DesiredSize, Dispatcher, Height, HorizontalAlignment, IsHitTestVisible, Language, Margin, MaxHeight, MaxWidth, MinHeight, MinWidth, Name, Opacity, OpacityMask, Parent, RenderSize, RenderTransform, RenderTransformOrigin, Resources, RowDefinitions, ShowGridLines, Style, Tag, Triggers, VerticalAlignment, Visibility, Width

/,;2 -

(4.1.22)

k :n - Q(k)

Arrange, ArrangeOverride, CaptureMouse, CheckAccess, Equals, Finalize, FindName, GetAnimationBaseValue, GetColumn, GetColumnSpan, GetHashCode, GetRow, GetRowSpan, GetType, GetValue, HitTest, InvalidateArrange, InvalidateMeasure, Measure, MeasureOverride, MemberwiseClone, ReleaseMouseCapture, SetBinding, SetColumn, SetColumnSpan, SetRow, SetRowSpan, SetValue, ToString, TransformToVisual, UpdateLayout

(IV.2.7) (IV.2.8)

k;,)

The poles of the mean Green's function in the spectral domain are the effective propagation constants of the coherent wave. Thus from (4.1.22) we can show that the effective propagation constant of the coherent field is K where (4.1.23)

Dyson's equation is an exact equation for the mean dyadic Green's function. However, the mass operator as given in (4.1.11) is in the form of an infinite series containing all the strongly connected diagrams. It must be approximated to solve (4.1.16). Approximations to the mass operator will next be examined.

GotFocus, KeyDown, KeyUp, LayoutUpdated, Loaded, LostFocus, MouseEnter, MouseLeave, MouseLeftButtonDown, MouseLeftButtonUp, MouseMove, SizeChanged

The mass operator is approximated by retaining only the first term. This is called the bilocal or first-order smoothing approximation:

Q(rl, r2) ==

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0 :::

ActualHeight, ActualWidth, Background, Clip, Cursor, DataContext, DesiredSize, Dispatcher, Height, HorizontalAlignment, HorizontalContentAlignment, IsEnabled, IsHitTestVisible, IsTabStop, Language, Margin, MaxHeight, MaxWidth, MinHeight, MinWidth, Name, Opacity, OpacityMask, Padding, Parent, PreviewStyle, RenderSize, RenderTransform, RenderTransformOrigin, Resources, ShowsPreview, Style, TabIndex, TabNavigation, Tag, Template, Triggers, VerticalAlignment, VerticalContentAlignment, Visibility, Width

."....-.......

4-----4

=(0)

(rl, r2)

(4.1.24)

==== =

GotFocus, KeyDown, KeyUp, LayoutUpdated, Loaded, LostFocus, MouseEnter, MouseLeave, MouseLeftButtonDown, MouseLeftButtonUp, MouseMove, SizeChanged

In equation form,

=(0)

ActualHeight, ActualWidth, Background, ClickMode, Clip, Content, ContentTemplate, Cursor, DataContext, DesiredSize, Dispatcher, FontFamily, FontSize, FontStretch, FontStyle, FontWeight, Foreground, Height, HorizontalAlignment, HorizontalContentAlignment, IsEnabled, IsFocused, IsHitTestVisible, IsMouseOver, IsPressed, IsTabStop, Language, Margin, MaxHeight, MaxWidth, MinHeight, MinWidth, Name, NavigateUri, Opacity, OpacityMask, Padding, Parent, RenderSize, RenderTransform, RenderTransformOrigin, Resources, Style, TabIndex, TabNavigation, Tag, TargetName, Template, TextAlignment, TextDecorations, TextWrapping, ToolTip, Triggers, VerticalAlignment, VerticalContentAlignment, Visibility, Width

(4.1.25)

=(0)

ApplyTemplate, Arrange, ArrangeOverride, CaptureMouse, CheckAccess, Equals, Finalize, FindName, Focus, GetAnimationBaseValue, GetHashCode, GetTemplateChild, GetType, GetValue, HitTest, InitializeFromXaml, InvalidateArrange, InvalidateMeasure, Measure, MeasureOverride, MemberwiseClone, OnApplyTemplate, OnClick, OnContentChanged, OnContentTemplateChanged, OnGotFocus, OnIsEnabledChanged, OnIsPressedChanged, OnKeyDown, OnKeyUp, OnLostFocus, OnMouseEnter, OnMouseLeave, OnMouseLeftButtonDown, OnMouseLeftButtonUp, OnMouseMove, ReleaseMouseCapture, SetBinding, SetValue, ToString, TransformToVisual, UpdateLayout

(rl,r2)

(4.1.26)

. (G(r2, ro))C(rl - r2)

~ ( 2 , )

Click, GotFocus, KeyDown, KeyUp, LayoutUpdated, Loaded, LostFocus, MouseEnter, MouseLeave, MouseLeftButtonDown, MouseLeftButtonUp, MouseMove, SizeChanged

To visualize the terms of the Neumann series that are included in the bilocal approximation to Dyson's equation, (4.1.25) can be iterated to obtain

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