ssrs pdf 417

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This is going to make things particularly easy for us. We immediately nd that there are only three independent components of the worldsheet metric. This is because, in general, the metric tensor g is symmetric, so that g = g The fact that the metric is just 2 2 means that the symmetry requirement xes the off-diagonal components: h01 = h10

Resembling a network connection, a socket usually has two associated addresses The local address is the address sent data originates from, while the remote address is the address to which it is sent Conversely, a socket receives only that data sent from the remote address to its local address Each address family has an associated datatype used to represent addresses of this family For IP addresses, that datatype is struct sockaddr_in If you were using IPv6, the correct datatype would be struct sockaddr_in6 A generic socket address structure, called struct sockaddr, is used in declarations of functions meant to be used with different address families When calling such functions, you nevertheless have to pass a pointer to a specific kind of socket address structure In our case, that will be struct sockaddr_in.

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So, this means that we only have to specify three components of h . The choice can be simpli ed by using two of the local symmetries of the Polyakov action. From the previous section we recall that these are Reparameterization invariance Weyl transformations The rst case, reparameterization invariance, that is, a coordinate transformation, can be used to take the metric into a form that is proportional to the two-dimensional at Minkowski metric as follows: 1 0 h e ( , ) = e ( , ) 0 1 (3.14)

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To help such functions find the actual kind of socket address passed, all of the socket address structures store their length in the first field and their address family in the second (called sin_len and sin_family for struct sockaddr_in) As the names imply, the former contains the size of the structure (sizeof(struct sockaddr_in) in our case), while the latter contains the address family the address belongs to (AF_INET in our case) Since sockets represent single network connections, not whole devices, the IP address alone is only one part of a socket s address The other, the port, ranges from 1 to 65535 Although an IP socket address structure contains a field sin_addr, for historic reasons this field does not directly contain the IP address Instead, it contains a structure called in_addr with a single field called s_addr that contains the actual address as a 32-bit integer value.

This form happens to be particularly useful, because now we can apply a Weyl transformation to get rid of the exponential factor. The end result is that it is possible to use the local symmetries of the Polyakov action to take the worldsheet metric into the at Minkowski metric: 1 0 h = 0 1 (3.15)

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This is going to really simplify the situation at hand. First let s write down the Polyakov action [Eq. (2.27)] once again: SP = T d 2 h h X X 2

To access the port, you don t have to jump through such hoops The field sin_port directly contains the port as a 16-bit short integer value Listing 8-2 contains the implementation of a helper function that fills out a struct sockaddr_in..

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