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# Where to store roving profiles (only for Win95 and WinNT) # %L substitutes for this servers netbios name, %U is username # You must uncomment the [Profiles] share below ; logon path = \\%L\Profiles\%U # Windows Internet Name Serving Support Section: # WINS Support - Tells the NMBD component of Samba to enable it's WINS Server ; wins support = yes # WINS Server - Tells the NMBD components of Samba to be a WINS Client # Note: Samba can be either a WINS Server, or a WINS Client, but NOT both ; wins server = w.x.y.z # WINS Proxy - Tells Samba to answer name resolution queries on # behalf of a non WINS capable client, for this to work there must be # at least one WINS Server on the network. The default is NO. ; wins proxy = yes # DNS Proxy - tells Samba whether or not to try to resolve NetBIOS names # via DNS nslookups. The built-in default for versions 1.9.17 is yes, - 219 -

If a system has the property that a shift (delay) in the input by no results in a shift in the output by no, the system is said to be shift-invariant. More formally,

Definition: Let y ( n ) be the response of a system to an arbitrary input x ( n ) . The system is said to be shift-invariant if, for any delay no, the response to x ( n - no) is y(n - no). A system that is not shift-invariant is said to be shift-~arying.~

Don t Forget!

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In effect, a system will be shift-invariant if its properties or characteristics do not change with time. To test for shift-invariance one needs to compare y(n - n o ) to T [ x ( n - no)]. If they are the same for any input x ( n ) and for all shifts no, the system is shift-invariant.

y(n) = x2(n)

# this has been changed in version 1.9.18 to no. dns proxy = no #============================ Share Definitions ============================== [homes] comment = Home Directories browseable = no writable = yes # Un-comment the following and create the netlogon directory for Domain Logons ; [netlogon] ; comment = Network Logon Service ; path = /usr/local/samba/lib/netlogon ; guest ok = yes ; writable = no ; share modes = no

is shift-invariant, which may be shown as follows. If y(n) = x2(n)is the response of the system to x(n), the response of the system to

x'(n) = x(n - no)

4 ~ o m authors refer to this property as rime-invorionce. However. because n does not necessarily represent "time:' shift-invariance is a bit e more general.

A system that is both linear and shift-invariant is referred to as a linear shifi-invariant (LSI) system. If h(n) is the response of an LSI system to the unit sample 6(n),its response to 6(n - k ) will be h(n - k). Therefore, in the superposition sum given in Eq. (1.6), hk(n)= h(n - k )

y(n) =

# Un-comment the following to provide a specific roving profile share # the default is to use the user's home directory ;[Profiles] ; path = /usr/local/samba/profiles ; browseable = no ; guest ok = yes

C *(k)h(n - k )

where * indicates the convolution operator. The sequence h(n),referred to as the unit sample response, provides a complete characterization of an LSI system. In other words, the response of the system to any input x(n) may be found once h(n) is known.

1. A change in disposable income causes an equal change in consumption. 2. Investment spending is the most unstable component of aggregate spending. 3. Consumption and investment spending in the national income accounts is solely for domestically produced goods and services. 4. Imports by a country are unrelated to its level of GDP. Answers: 1. False; 2. True; 3. False; 4. False

A system property that is important for real-time applications is causality, which is defined as follows:

Definition: A system is said to be causal if, for any no, the response of the system at time no depends only on the input up to time n = no.

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