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In practice, these categories overlap to some extent. Nevertheless, they provide a useful framework for thinking about how to deal with risks. These categories are in the nature of tactical responses. The organization should determine how they should be combined into its overall strategy, according to the extent to which it is prepared to accept or tolerate risk. Policy decisions such as this must be made at senior levels in the organization, not left to individual managers.

From the very rst day, you should start thinking of questions to ask the customers to get a better idea of the project s goals and scope. The following sections list some questions that you can ask your customers to help understand their needs. You ll see many of them described in greater detail later in this chapter. This list is by no means complete the questions that you need to ask will depend to a large extent on the type of project. Use them only as a starting point. It s helpful to have something to work from when you start, however. Then you can then wander off in promising directions as the discussions continue.

Although HA and DR may have some similarities, they are certainly different, and they address separate problems. Table 38-2 lays out the distinction between HA and DR.

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The CIRCLE command provides five ways to draw a circle. To draw a circle, choose Circle from the Draw toolbar. The command responds with the Specify center point for circle or [3P/2P/Ttr (tan tan radius)]: prompt. Table 7-1 describes how to use these options.

Voice (conversational user plane) 3GPP control protocols Urgent operation and maintenance tra c Non-urgent O&M tra c

Schwider, 1993

Angle [Deg]

3.15 Let z = u j v be a scalar complex stochastic variable. Show that the variance of z does not depend on cov(u, v). 3.16 Let z = u j v be a scalar complex stochastic variable and let T be a scalar real stochastic variable. Show that z and T are uncorrelated if and only if u and v are uncorrelated with T . 3.17 Let z = u j v be a scalar complex stochastic variable. Express E ( z - E z ) in ~ var u, var v,and cov(u, v). 3.18 The joint distribution of the elements of a vector of complex stochastic variables z is circularly complex. What are then the conditions to be met by the real parts urnand the imaginary parts vm of the elements zm of z 3.19 Suppose that the (K 2L) x 1vector of real-complex normally distributed stochastic variables w is described by (rT tT)Twith T = (TI . . .T K )T real and t = (zT z H ) T complex, and let R and T be the covariance matrices of T and t, respectively. Derive an expression for the joint real-complex normal probability density function of the elements of w if the elements of T are not correlated with those o f t .

Multiply this times the number of passwords you have, and you probably realize that this is impossible. Impossible security is no good. To make it all worse, even if you have strong passwords and never make a mistake in managing them, you can become infected with a keystroke logger that automatically sends your password to bad guys as you type it in. This is why you patch. Life isn t fair. The following sections provide suggestions for possible security.

>>> try: ... os.close(-1) # A bogus file descriptor ... except OSError, e: ... print Blech! %s [Err #%d] % (e.strerror,e.errno) ... Blech! Bad file descriptor [Err #9]

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