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1 2 3 3 1 denoted ( Z1 + Z1 ) Sready + ( Z1 ) Cwait + ( Z1 , Z1 ) M ess. It represents 6 colored markings (three ways of choosing a rst color for the sender times two for choosing a color for the addressee). This notation well speci es that one token in 1 Sready and the second eld of the message have the same color Z1 , that the token 3 in Cwait and the rst eld of the message have the same color Z1 , and that the last 2 color Z1 appears only in Sready. The markings such as m1_2 give (by Srec) new markings such as ( 3 ) Sready + ( 1 ) Cwait + ( 1, 2 ) Sbusy. The new symbolic marking, denoted 1 2 2 3 ( Z1 ) Sready + ( Z1 ) Cwait + ( Z1 , Z1 ) M ess, again represents 6 colored markings. Firing the transition Ssend gives markings such as ( 2 + 3 ) Sready + 1 ( 1 ) Cwait + ( 1 ) Answer. Here we need a subclass Z1 of size 2 for the two 2 ready sites which play symmetric roles and a subclass Z1 of size 1 for the last site. 1 2 The new symbolic marking, denoted ( Z1 ) Sready + ( Z1 ) Cwait, represents only 3 colored markings (three ways to choose a color for the waiting site). By ring the transition crec, it is possible to get back the initial marking m0 .
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system moves at (xc yc ) with reference to the original coordinate system. Then show that the modified reflection matrix is S11 = P S11 P
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Z(1) : positive-sequence impedance Z( 2 ) : negative-sequence impedance
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Figure 9.10. Message integrity and user authentication.
3.3.3 TMzmn Fields Following a similar procedure the TMzmn electric and magnetic field vectors for the z > 0 region can be obtained as
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