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end{aligned} (32) The analytic solution given in (32) involves an integral that may be numerically calculated.
Proper folding of newly synthesized Gap1 involves an integral membrane protein of the ER, Shr3 [22], which interacts with the first five TMs of the permease and prevents its aggregation [2].
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We build a multiple Hilbert-type integral inequality with the symmetric kernel and involving an integral operator.
In the present paper, we investigate some inclusion relations and other interesting properties for certain classes of p-valent functions involving an integral operator.
Since (34) and (35) involve an integral, which in general do not admit closed-form solution, hence, it is not amenable to further processing and diversity order analysis.
The definition of the fractional order derivative used is either the Caputo or the Riemann-Liouville fractional order derivative involving an integral expression and the gamma function.
In this paper, the title problem is solved by using a numerical method involving an integral equation technique and a normal mode method.
In order to tracking the reference trajectory associated with nonlinear fractional differential systems with randomly varying trial lengths, we design a new type iterative learning control of the output equation with nonlinear input involving an integral term.
As indicated in the introduction, the main new feature we wanted to test in order to explain the data is a negative feedback that involved an integral response instead of a transient response (P-Hog1-mediated conversion of active Sho1 (Sho1a) to desensitized Sho1 (Shoi) (Figure 1, reaction v3 in Figure S1 in Supporting Information S1)).
The expected risk of an experiment R e; π) (2) involves a double integral over the parameter space and an integral over the possible observations, a challenging setting for practical evaluation.
Now, we obtain the boundary weak formulation (2.7) by the Steklov-Poincaré operator S and the fixed point problem (2.9) for the problem (2.1 - 2.4), which only involves a boundary integral operator and no inequality constraint.
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