The discussions of Sections "Introduction" and "An ontology-centric MAS software engineering scheme" advocate the support of libraries of components to support a unification end.
The critical discussion of Section 2 above has supplemented the Section 1 consideration of psychological hedonism, by examining arguments both for and against ethical hedonism.
The discussion of Section 4 indicates that a deterioration of the BSS performance is expected at low input SFR, due to a bias introduced by the feedback loop.
As for schemes, the discussion of section 3.3 suggests that compared with historical emissions based allocation, GPS based allocation is more appropriate for the implementation in China.
From the discussion of Section 2 we know that system (1.3) has only one disease-free equilibrium (E_{0}(300,0,0)), which is globally asymptotically stable.
Therefore, it easily follows from the discussion of Section 2.1 that the punctured Hadamard code has (2ℓ,ℓ -cooperative locality for (ell leq frac {n-1}{2}).
From the discussion of Section 2, for the deterministic model (1.3), there is a disease-free equilibrium (E_{0}=(frac{Lambda }{d},0,0)), which is globally stable if (R_{0}=frac{ beta_{1}Lambda }{mu(mu+gamma)}<1).
All these findings are consistent with the theoretical discussion of Section 4. When faced with an increase in enforcement, formal firms start complying with the rules they were evading (substitution effect).
From the discussion of Section 2 we know that system (1.3) has an unstable disease-free equilibrium (E_{0}(300,0,0)) and a globally asymptotically stable endemic equilibrium (E^=(197.1728, 20.5654, 82.2617)).
