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In many cases it is convenient to work with the polar representation of a complex function where we write z in the form z = rei Then f ( z ) = u(r , ) + iv (r , ) In this case the Cauchy-Riemann equations assume the form: u 1 v = r r 1 u v = r r (327) (326)

One of the biggest problems with wireless networking devices is that right out of the box, they provide no security Vendors go out of their way to make it easy to set up their devices, so usually the only thing that you have to do to join a wireless network is turn your wireless devices on and let them find each other Sure, from a configuration point of view, this is great but from a security point of view, it s a disaster! Further, you have to consider that your network s data packets float through the air on radio waves instead of zipping safely along wrapped up inside network cabling What s to stop an unscrupulous network tech with the right equipment from grabbing those packets out of the air and reading that data To address these issues, wireless networks use three methods: MAC address filtering, authentication, and data encryption The first two methods secure access to the network itself, and the third secures the data that s moving around the network All three of these methods require you to configure the WAPs and wireless devices Let s take a look

Non-AAA authentication methods are used to require simple authentication prior to granting access to a network resource There are four types of Non-AAA authentication configurations

Most WAPs support MAC address filtering, a method that enables you to limit access to your network based on the physical addresses of wireless NICs MAC address filtering

These equations hold provided that f ( z ) is de ned throughout an neighborhood i of a nonzero point z0 = r0 e 0 and the rst-order partial derivatives ur , vr , u , and v exist and are continuous everywhere in the neighborhood EXAMPLE 39 Let f be the principal square root function f (z) = z with z = rei de ned such that r > 0 and < < Is this function analytic SOLUTION We write the function in terms of the polar representation: f ( z ) = z = rei = r ei / 2 Using Euler s formula this can be written as f ( z ) = r ei / 2 = r cos( / 2) + i r sin( / 2) So we have u(r , ) = r cos( / 2) and v (r , ) = r sin( / 2)

This configuration is very important if you are planning to allow Telnet access to your network device The following command assigns a password to the network device's vty lines (lines used to establish Telnet connectivity) and enables password checking: Router(config-line)#password password Router(config-line)#login NoteThe password you enter here is case sensitive, and spaces are allowed