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Figure 202 Illustration of tall Membership Function have much freedom in selecting appropriate membership functions, these functions must satisfy the following constraints: A membership function must be bounded from below by 0 and from above by 1 The range of a membership function must therefore be [0, 1] For each x X, A (x) must be unique That is, the same element cannot map to di erent degrees of membership for the same fuzzy set Returning to the tall fuzzy set, a possible membership function can be de ned as (also illustrated in Figure 202) if length(x) < 15m 0 (length(x) 15m) 20m if 15m length(x) 20m tall(x) = (205) 1 if length(x) > 20m Now, assume that a person has a length of 175m, then A (175) = 05 While the tall membership function above used a discrete step function, more complex discrete and continuous functions can be used, for example:

Try changing the name of the server or setting an invalid version to get one of the error codes. There is no speci c command to unload a custom server. It should be unloaded when the connection is broken, that is, when you destroy the stream used to communicate with it. It will certainly be unloaded when the connection between the PC and the phone is broken. If you use a lot of resources in your custom server and you want to ensure that they are freed up, you should add a command to your own protocol to free them rather than rely on unloading the custom server.

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456 Triangular functions (refer to Figure 203(a)), de ned as 0 x min if x min if x ( min , ] min A (x) = max x max if x ( , max ) 0 if x max Trapezoidal functions (refer to Figure 203(b)), de ned as 0 x min if x min if x [ min , 1 ) 1 min A (x) = max x max 2 if x ( 2 , max ) 0 if x max -membership functions, de ned as A x = 0 2 1 e (x ) if x if x >

and Isin D 2E x0 E y 0 sin y x I sin 2 (237)

(206)

Once we have the custom server loaded, we can communicate with it. We will see in later chapters, in particular s 10 to 13, that one of the major aspects of Connectivity programming at the lower level is concerned with putting data into packets to send to the phone and extracting data from packets received from the phone. We will develop some simple routines both on the PC and on the phone to handle the packing and unpacking, but this chapter will include only a minimum of data handling and I will concentrate on showing the other aspects of the communication. As the echocs custom server just echoes data, we will simply allow the user to enter any text desired, send it to the custom server and then read it back. To write the data to the phone, we receive text from the console, we write the length of the data, and then we write the data (remember that earlier I explained the protocol with the data length followed by the data).

The azimuth of the major axis of the ellipse may then be calculated from tan 2 D Icos /Idiff , and its ellipticity (tan sin 2 D I sin /I , and the sense of description from the sign of tan It may also be noted that

(207)

(208)

(238)

S-membership functions, de ned as 0 2 x min 2 max min A (x) = 1 2 x max max min 1

// Write 32-bit integer LSB first public void WriteInt32( int aValue, ref { aBuffer[aStartPos] = (byte) (aValue aBuffer[aStartPos+1] = (byte)((aValue aBuffer[aStartPos+2] = (byte)((aValue aBuffer[aStartPos+3] = (byte)((aValue }

if x min if x ( min , ]

1) from: (239)

(209)

byte[] aBuffer, int aStartPos ) & & & & 0x000000ff); 0x0000ff00)>>8); 0x00ff0000)>>16); 0xff000000)>>24);

(240)

Logistic function (refer to Figure 203(c)), de ned as A (x) = Exponential-like function, de ned as A (x) = with > 1 Gaussian function (refer to Figure 203(d)), de ned as A (x) = e (x )

(2010)

From above, it can be seen that any polarization form can be described in terms of the two double angles, 2 and 2 These may then serve as polar coordinates, , , 2 2 in conjunction with a radius value of I D (E x0 C E y 0 ), usually normalized to unity As a consequence, polarization forms may be mapped on the surface of a sphere with D 2 longitude , and D 2 latitude , within the range 90 2 C90 within the range 0 2 360 ,

1 1 + (x )2

... // establish connection to echocs ... System.Console.WriteLine("Enter text to be echoed"); string text = System.Console.ReadLine(); // Write message length int textLen = text.Length; message = new byte[4]; WriteInt32(textLen, ref message, 0); myStream.Write(message); // Write the data

(2011)

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