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We illustrate formally how fuzzy logic-based methodological rules can help in lowering the effects of quantization error and contextual bias problems.
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We formally illustrate by modeling silica bilayers as body–hyperpin systems and cross-linking microfibrils as pinned line-incidence systems.
We formally illustrate the role that governor term length, in the Online Appendix A. We develop a simple model of strategic behavior between a governor and the SSA in the context of different legal regimes for disability determinations.
In particular, we distinguish between the notion of infrastructure and information dependability and illustrate the need to formally model and reason about a range of CPS applications and their dependability needs.
In this paper, we present generic algorithms for translating specifications from BSDM into CSP, illustrate how they can be formally verified using FDR and summarise an industrial case-study.
We shall illustrate the flexibility of this approach by showing how to formally define (and check) rewriting proofs of a variety of designs.
In the final analysis, the chapter illustrates that only by formally recognizing each of the four dimensions is it possible to design and implement public policies that are sustainable and robust to uncontrollable economic and political forces.
Formally, as illustrated in Algorithm 1, we use a vector q(0) = (q i (0))(l + m + n )×1 to represent initial probabilities when a random walker starts a journey, with q i (0) (i = 1,…, l + m + n) being the probability that the walker initially starts from the ith node.
First, we present three examples that illustrate drawbacks of GDT_ TS and advantages of GDT_ A. Then, we place our theory on a firm mathematical ground, which enables us to formally define the GDT_ A computation problem.
The observer convergence is formally analyzed and illustrated by simulation.
On the other hand, some epistemological questions can only be answered formally, as is illustrated by the following example (modeled after one given by Sven Ove Hansson in Hendricks & Simons 2005).
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com