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You most likely have dealt with authentication at some level Odds are good you ve at least had to type in a user name and password on a Web site Maybe your computer at work or school requires you to log onto the network Whatever the case, the first exposure to authentication for most users is a request to enter a user name and password A network technician should understand not only how different authentication methods control user names and passwords, but also some of the authentication standards used in today s TCP/IP networks Passwords offer significant security challenges What happens after you type in a user name and password How is this data transferred Who or what reads this What is the data compared to A series of TCP/IP security standards that use combinations of user names, passwords, and sometimes certificates, all handled in a usually secure manner, address these issues, as described in the upcoming section, TCP/IP Security Standards

The Schwarz-Christoffel transformation maps The interior of a polygon to the upper half plane The boundary of the polygon to the real axis Here we give a heuristic explanation of the transform (not a formal derivation) and state the result Our discussion is out of Levinson and Redheffer (see the bibliography list at the end of the book) Consider the polygon shown in Fig 101 In what follows, we assume the polygon is in the w plane and that it is mapped to the upper half of the z plane As noted in the gure, the curve enclosing the region is traversed in the positive or counterclockwise sense We de ne the interior angles at the vertices by

The b-node workstation uses local broadcasts to resolve names Broadcasts are typically limited to LAN network segments and not routed across other portions of a network This node doesn't attempt to contact a WINS server and has very limited functionality on any network larger than a small workgroup The p-node workstation attempts to resolve names using a point-to-point connection with a WINS server This node doesn't attempt to broadcast, even if it cannot resolve a name using a WINS server Therefore, if WINS servers are unavailable, p-node workstations will not be able to resolve addresses and subsequently communicate with other workstations The m-node workstation operates like a p-node, but includes the ability to first resolve by broadcasting (b-node) If the broadcast is unsuccessful, a point-to-point (p-node) connection with a WINS server is attempted The h-node workstation uses a point-to-point connection (p-node) first and falls back to a broadcast (b-node) name resolution This node type is recommended for most situations because it tries the WINS server(s) first but has the ability to broadcast, as well The broadcast may allow the workstation to communicate with others workstations and servers, even if the process only resolves machines on the local network segment

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Now we assume the existence of a function w = f ( z ) that maps the interior of the polygon to the upper half plane (the existence of the function is implied by the Riemann mapping theorem) If this mapping is one-to-one and conformal (angle preserving) then it follows that f ( z ) is analytic for y > 0 and continuous for y 0