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We present optimal solutions for systems of orders 135 and 243.
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b Detection ratio regarding multi-watermark for systems of order ten.
The only previously known examples of Steiner triple systems of order congruent to 1(mod6) without almost parallel classes were the projective triple systems of order 2n−1 with n odd, and 2 of the 11,084,874,829 Steiner triple systems of order 19.
The Hanani triple systems of order 6n+1 and the nearly Kirkman triple systems of order 6n can be classified using the classification of the Steiner triple systems of order 6n+1.
Numerical examples are given for systems of order 20 and 40.
Embeddings of nearly Kirkman triple systems of order v<100 are also discussed.
Nonlinear unforced systems of order n with reduced observability properties are considered.
b Detection ratio regarding multi-watermark for systems of order 25. a Detection ratio function with respect to the single-watermark for systems of order 25 against a parametric cyber-physical adversary using different adversary system order.
This result was extended to LTI commensurate fractional order systems of order 0 < ν < 1 by Matignon.
Especially, few researchers study the optimal control problems of fractional systems of order (1< q<2) in Banach spaces.
Figure 10 shows the results of 200 Monte Carlo simulations using systems of order 10 against this adversary.
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