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Shifting This is the transformation defined by f (n) = n - no. If y(n) = x(n - no), x(n) is shifted to the right by no samples if no is positive (this is referred to as a delay), and it is shifted to the left by no

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In the preceding chapters, I discussed Windows client configuration as it related to the various CIFS/SMB services provided by Samba. I'll briefly cover the basics of Windows client configuration again here, but will refer you to those chapters that specifically address topics like NetBIOS over TCP, name service, workgroups, and domains for detailed information. I'll illustrate Windows 9x setup because Windows NT platforms are quite similar. To set up a Windows 9x computer as a workgroup or domain member, begin by verifying that the TCP protocol is installed and that NetBIOS over TCP support is enabled. Click Start Settings Control Panel Network. Locate or add TCP/IP for your network adapter and select the NetBIOS tab from the TCP/IP properties panel (Figure 13.1).

samples if no is negative (referred to as an advance).

Reversal This transformation is given by f (n) = - n and simply involves "flipping" the signal x(n)

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Time Scaling This transformation is defined by f (n) = Mn or f (n) = n/ N where M and N are positive integers. In the case of f (n) = Mn, the sequence x(Mn) is formed by taking every Mth sample of x(n) (this operation is known as down-sampling). With f (n) = n / N the sequence y(n) = x ( f (n)) is defined as follows:

(this operation is known as up-sampling). Examples of shifting, reversing, and time scaling a signal are illustrated in Fig. 1-2.

-2 -1

- 179 -

Solution: a. Column 3 in Table 16.3 gives the MPP. It is obtained from the change in total product per unit change in the use of the variable resource. Column 5 gives the total revenue of the rm. It is obtained by multiplying the product price (column 4) by the total product (column 2). Column

;;;,

-2 -1

;(;/2; 1

2 3 4

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Understanding UNIX TCP/IP network configuration and administration is important in this context because it is used as the transport for Samba NetBIOS services. NetBIOS over TCP/IP (NetBT) is defined in RFCs 1001 and 1002. We will take a closer look at NetBT in the Windows networking section of the following chapter.

Fig. 1-2. Illustration of the operations of shifting, reversal, and scaling of the independent variable n.

5 6 7 8 9

Shifting, reversal, and time-scaling operations are order-dependent. Therefore, one needs to be careful in evaluating compositions of these operations. For example, Fig. 1-3 shows two systems, one that consists of a delay followed by a reversal and one that is a reversal followed by a delay. As indicated. the outputs of these two systems are not the same.

x(n)

x ( n - no)

When we talk about TCP/IP we are referring to a larger set of protocols that comprise the general functionality associated with service (Table 2.2). In the TCP/IP stack model, these protocols are bundled into a smaller number of layers than defined in the OSI model.

Figure 4-1

x ( - n - no)

x(n)

x(-n)

+ no)

- 17 -

(b)A time-reversal Tr followed by a delay T",,

The most common types of amplitude transformations are addition, multiplication, and scaling. Performing these operations is straightforward and involves only pointwise operations on the signal.

Scaling Amplitude scaling of a signal x ( n ) by a constant c is accomplished by multiplying every signal value by c:

The unit sample may be used to decompose an arbitrary signal x ( n ) into a sum of weighted and shifted unit samples as follows:

where each term in the sum, x(k)S(n - k ) , is a signal that has an amplitude of x ( k ) at time n = k and a value of zero for all other values of n . This decomposition is the discrete version of the svting property for continuous-time signals and is used in the derivation of the convolution sum.

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