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OAM functionality falls under three broad areas: remote fault indication, remote loop back and link monitoring Remote fault indication is a mechanism that is used to indicate to a transmitting link partner that the receive path of the current link is faulty This provides powerful diagnostic information, since under legacy link setups the link would simply go down, leaving the IT professional with little indication as to which side is faulty As discussed below, there is some restriction on the use of Gigabit auto negotiation with this feature Remote loop back, on the other hand, provides the IT professional with a diagnostic tool The tool allows the local station to set the remote station in loop back at the level of the OAM sublayer Frames sent from the local station after this operation is done are looped back to the local station Apart from checking the integrity of the path, other statistics like BER (bit error rate) can be measured with a relative degree of accuracy The nal area covered by OAM is link monitoring This can be viewed as two separate subfunctions The rst allows the local station to poll (but not set) the variables de ned by the management MIB and implemented in the remote device (much of the management is optional) as de ned by Clause 30 The second subarea is the ability to communicate critical events such as dying gasp or an unspeci ed critical event In either case, this information would be ritical in an access topology where the IT professional s physical access to the remote terminal may be limited or expensive (to deploy a eld technician to the remote site). Draw ANSI/AIM Code 39 In Visual Basic .NET Using Barcode generation for .Related: Print UPC-A Java , Java Code 128 Generating , Print UPC-A C# as described in Footnote 3, 6 A-2 A Fuzzy-basis-function Network Figure A-2a represents a fuzzy-basis-function network learning Y(x) = 2 * sin(05 * x[1]) * cos(01 * x[2] The input-pattern dimension is nx = 2 We use products of the triangular membership functions defined by the submodel in Section 7-7b as basis functions There are N1 membership functions mb1 for x[1] peaking at x[1] = X1[1], X1[2], , X1[N1], and N2 membership functions mb2 for x[2] peaking at x[2] = X2[1], X2[2], , X2[N2], and therefore n = N1N2 fuzzy-basis centers with coordinates X1[i], X2[k] Simple data/read assignments allow one to quickly enter fuzzy-basis-center coordinates X1[1], X[2], , X1[N1] and X2[1], X2[2], , X2[N2] in ascending order This enables one to try different.-----------------stripchart display ERRORx50 = 50 * abs(error[1]) - scale x1 = x[1] | x2 = x[2] | -- shorten names to fit display list! 2 = 05 * (05 * mb1[2] + scale) m3 = 05 * (05 * mb1[3] + scale) M2 = 025 * mb2[2] | M3 = 025 * mb2[3] DISPXY Y, y[1], Y, ERRORx50, x1, m2, x1, m3, x2, M2, x2, M3 FIGURE A-2a Program for a two-dimensional fuzzy-basis-function network learning the two-input function 2 * sin(05 * x[1]) * cos(01 * x[2]).NET framework Control to read, scan read, scan image in Visual Studio .NET applications /div>. 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