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Syntax Checks for Classes (Advanced) 1. 2. 3. 4. 5. 6. Check class names. Check class stereotypes. Check the type of the class itself. Check attributes. It is important to subject the attributes to syntax checks that are language speci c. Check attribute types. Check attribute initial values. Ensure that the types of value initialization and the attribute types are compatible. Check attribute visibility. Check attribute stereotypes. Check operations to ensure that their format compiles with the language of implementation. Check operation signatures. Check operation visibility. Check operation stereotypes. Yes No

The power in the signal s(t) is (Es joules/symbol)/(T s/symbol) Es/T EsR watts Power thus grows with the rate of symbol transmission What is the bandwidth of s(t) This is important because all transmission media have a bandwidth, and the signal should not exceed this The standard telephone channel has a bandwidth of about 34 kHz, for example, and s(t) should not be wider Conversely, if s(t) turns out to have a narrower bandwidth, we can think about sending faster A different example is the coaxial cable that delivers television signals A 1 km length of it might tolerate a signal with bandwidth as wide as 300 MHz Now we can shorten T and send much faster How much faster We use the Fourier transform as a tool to answer this question.

In this chapter we require several techniques to t our empirical data to analytical distributions. This section introduces the necessary steps. To t an empirical dataset to an analytical distribution four basic steps are necessary. First the data has to be independent of a sample-bysample basis and stationary without a trend. Secondly, we have to choose a class of analytical distributions which we think best ts our data. Thirdly, the parameters for the distribution are estimated. Finally, testing the goodness of the t tells us if our choice at step two was correct. In case step four fails we have to restart at step two. For the following paragraphs the empirical sample is given by X = {x1 , x2 , . . . , xn }.

Some components of a system can be tested only by developing a test harness For example, consider the tester who is designing tests for a calculation engine that allows for hundreds and thousands of input combinations, as described in the section on Orthogonal Arrays This type of testing will require a different test design from user interface or black box testing Since the combinations and variations of inputs to the calculation engine are too huge to consider testing through the user interface, due to speed and other issues, it may be necessary to develop a test harness to directly test the calculation engine It will require a large set of input values and verify the output A test harness is a tool that performs automated testing of a core component of a program or system It could be developed to allow deeper testing of core components.

Roughly speaking, the bandwidth of our signal is 1/T Hz; that is, it is the reciprocal of the time duration This is the rough measure that was given in Section 24 It states that a digital transmission at a 1 megasymbol/s rate, for which T 1026, will have a bandwidth of 1 MHz, more or less Similarly, a transmission at a gigasymbol rate will have bandwidth around 1 GHz This relationship is inescapable, but the transform will allow us to re ne it We rst need a result from Fourier theory about signals s(t) that are a superposition of time-shifted v(t) pulses The result says that the transform of s(t) has the same magnitude spectrum as v(t) does; that is, S( f ) V( f ), to within a constant We will not prove it here, but the proof is not dif cult.

Transmission range up to 1 meter, plus extensions of up to 2 meters. A low-power version relaxes the range objective for operation from contact to at least 20 centimeters between low-power devices and 30 centimeters between low-power and standard-power devices. This implementation affords 10 times lower power consumption. Bidirectional communication. Primary data transmission speed of 9600 bps, with the capability to step up to 115 Kbps and even 4 Mbps in some implementations. Protected data packets, using a CRC-16 for speeds up to 1.152 Mbps and CRC-32 for speeds up to 4 Mbps.