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Furthermore, the CCSs of monomers or subcomplexes generated by solution disruption can be measured and assembled back into the intact complex based on the CCS constraints from IM/MS experiments, providing an overall topology of the complex.
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Thus, we construct monotone flows that are generated by solutions of linear fractional differential equations which converge uniformly and quadratically to the unique solution of the problem.
Denote by the associated solution of (2.1) and let be a solution of (2.1) generated by another solution (linearly independent of ) of (1.1).
Similarly, as in the proof of Theorem 4.1, denote and let be a solution of (2.1) generated by another solution (linearly independent of ) of (1.1).
In addition, this method adopts a random instruction generation algorithm which makes different software instructions generated by our solution, so that the software security can be improved greatly.
The investigators showed that the exact 3D solutions are generated by 2D solutions of the thin-plate equations for a homogeneous plate.
Given a security solution which is defined by the observation function obs, and an evidence e generated by that solution when an attack scenario, say ω, was conducted on the system (i.e., obs = e).
We denote by obsi the observation function which characterizes the i th security solution (i.e., the i th observer), and O i be the evidence generated by that solution.
The purpose of these tests was to provide qualitative measures about some aspects of the solution, such as the translation quality, the ease of understanding of the LIBRAS window generated by the solution and its naturalness, among others.
Given an attack scenario ω = 〈s0,..., s n 〉, a security solution defined by the observation function obs, and an evidence O = 〈o1,..., o m 〉 generated by that solution such that obs = O.
The flux-limiting is activated and driven by a shock indicator based on a measure of the entropy generated by the solution.
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