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Senior Fulbright Scholar-in-Residence, SUNY, Farmingdale, NY International Fellow, American Association of University Women Award for dissertation Research Fellow, Rockefeller Foundation, Ahmadu Bello University Faculty Prize for Best Graduating Student, Ahmadu Bello University

Listing 6 4. TemperatureConverterAppDelegate.h #import <Cocoa/Cocoa.h> #import "Converter.h" @interface TemperatureConverterAppDelegate : NSObject <NSApplicationDelegate> { IBOutlet NSTextField *centigradeField; IBOutlet NSTextField *fahrenheitField; Converter *temperatureConverter; } - (IBAction)convertTemperature:(id)sender; @end

K,(d(x,, x ) ) = e2"

+d2(xu,x)

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Note that the Controller imports Converter.h this makes the Controller aware of the Model. The other declarations in this file are for the outlets that you will be building shortly in Interface Builder, and the method that is invoked by changes in the user interface. Now open the implementation file TemperatureConverterAppDelegate.m and update it to look like Listing 6 5.

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We will restrict our discussion here to this common Gaussian kernel function As shown by Hartman et al (1990), the functional form of Equation (88) can approximate any function with arbitrarily small error, provided a sufficiently large number k of such Gaussian kernels and provided the width a2 of each kernel can be separately specified The function given by Equation (88) can be viewed as describing a twolayer network where the first layer of units computes the values of the various K,(d(x,, x ) ) and where the second layer computes a linear combination of these first-layer unit values An example radial basis function (RBF) network is illustrated in Figure 82 Given a set of training examples of the target function, RBF networks are typically trained in a two-stage process First, the number k of hidden units is a determined and each hidden unit u is defined by choosing the values of xu and : that define its kernel function K,(d(x,, x ) ) Second, the weights w , are trained to maximize the fit of the network to the training data, using the global error criterion given by Equation (85) Because the kernel functions are held fixed during this second stage, the linear weight values w , can be trained very efficiently Several alternative methods have been proposed for choosing an appropriate number of hidden units or, equivalently, kernel functions One approach is to allocate a Gaussian kernel function for each training example (xi, f (xi)),centering this Gaussian at the point x i Each of these kernels may be assigned the same width a2Given this approach, the RBF network learns a global approximation to the target function in which each training example ( x i ,f ( x i ) ) can influence the value of f only in the neighborhood of xi One advantage of this choice of kernel functions is that it allows the RBF network to fit the training data exactly That is, for any set of m training examples the weights wo w, for combining the m Gaussian kernel functions can be set so that f ( x i ) = f (xi) for each training.

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Listing 6 5. TemperatureConverterAppDelegate.m #import "TemperatureConverterAppDelegate.h" @implementation TemperatureConverterAppDelegate @synthesize window; - (void)awakeFromNib { fahrenheitField.floatValue = 32.0; centigradeField.floatValue = 0.0; tempConverter = Converter.new;

FIGURE 82 A radial basis function network Each hidden unit produces an activation determined by a Gaussian function centered at some instance xu Therefore, its activation will be close to zero unless the input x is near xu The output unit produces a linear combination of the hidden unit activations Although the network shown here has just one output, multiple output units can also be included

FORD FOUNDATION, Lagos, Nigeria Trained and monitored 300 rural women to enhance development potential of their indigenous association; formed Abo Umulolo Women s Cooperative as forum for installing motorised engines for cracking palm kernels and milling maze, beans, and cassava UNICEF, Imo, Nigeria Research Consultant Monitored and evaluated impact of participatory approach to Rural Drinking Water Supply and Sanitation Project ROCKEFELLER FOUNDATION, Lagos, Nigeria Used anthropological and historical theories and methods, especially oral traditions, in study of the Aro of southeastern Nigeria

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} - (IBAction)convertTemperature:(id)sender { float temperatureF = fahrenheitField.floatValue; float temperatureC = centigradeField.floatValue; if(sender == fahrenheitField) { tempConverter.originalTemp = temperatureF; temperatureC = tempConverter.convertFToC; centigradeField.floatValue = temperatureC; } else if (sender == centigradeField) { tempConverter.originalTemp = temperatureC; temperatureF = tempConverter.convertCToF; fahrenheitField.floatValue = temperatureF; } } @end

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