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To solve the WA problem on Tn , Tn is viewed as a rooted tree and the internal nodes of Tn can be processed in a breadth rst search (BFS) order, starting from the root In processing a node u, the paths on u are colored by the edge coloring of Gu Since the edge coloring of Gu can be solved by at most 3 (Gu )/2 colors [39], (Gu ) L for P with load L, the WA problem on Tn can be solved by 3L/2 colors Theorem 6 (Raghavan and Upfal [37]) The WA problem on Tn can be solved using at most 3L/2 colors The algorithm in the work of Ragavan and Upfal [37] is a 15-approximation algorithm for the WA problem on Tn The upper bound 3L/2 is tight in the sense that there are instances requiring at least 3L/2 colors [37]. vb.net upc-a reader VB . NET UPC-A Barcode Reader SDK - Decode & Scan UPC-A ...
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NET UPC-A Generator, Creating and Adding UPC-A in VB . NET , ASP.NET Web Forms and Windows Forms applications, with detailed Developer Guide. Although pseudorange measurements using the C=A-code are the most commonly employed, a much higher level of measurement precision can be obtained by measuring the received phase of the GPS L1 or L2 carrier. Because the carrier waveform has a very short period (6.35 10 10 s at the L1 frequency), the noiseinduced error in measuring signal delay by means of phase measurements is typically 10 100 times smaller than that encountered in code delay measurements. However, carrier phase measurements are highly ambiguous because phase measurements are simply modulo 2p numbers. Without further information such measurements determine only the fractional part of the pseudorange when measured in carrier wavelengths. Additional measurements are required to effect ambiguity resolution, in which the integer number of wavelengths in the pseudorange measurement can be determined. The relation between the measured signal phases fi and the unambiguous pseudoranges ri can be expressed as f1 k1 ; 2p f r 2 l 2 k2 ; 2p . . . fn rn l kn ; 2p r1 l vb.net upc-a reader UPC-A VB . NET DLL - Create UPC-A barcodes in VB . NET with valid ...
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