Sentence examples for maps involved in from inspiring English sources

We have studied the existence of solutions for fractional-order differential inclusions supplemented with new nonlocal nonlinear flux type integral boundary conditions for different types of multivalued maps involved in the given problems.

It is now clear that for a suitable choice of maps involved in the formulation of problem (2.14), we can drive many known variational inclusions considered and studied in the literature.

In Section 4, we present the existence results for convex and nonconvex multi-valued maps involved in the problem (4 - 6) which, respectively, rely on the nonlinear alternative of Leray-Schauder type and a fixed point theorem for contractive multi-valued maps due to Covitz and Nadler.

Two of the statistical maps involved in the triple conjunctions were obtained using the same procedure as described above.

The integrated 'omics' analysis resulted in the identification of unique pathway maps involved in receptor-mediated mechanisms.

This pathway, which is particularly important in cells lacking centrosomes, depends on a Ran-GTP gradient that locally activates MAPs involved in bipolar spindle assembly.

Research along these lines is performed either by relaxing the assumptions on the mappings in the settings (for instance, commonly seen assumptions for the mapping involved in the fixed point problem are nonexpansive or strictly pseudocontractive) or by adding a general system of variational inequalities into the settings.

Identify the waterway on a map, and highlight areas of the map involved in or affected by the issues in dispute (locations of villages, industries, crops, next closest water source, other water sources, country/clan borders, etc).. -How would the water source be affected by different outcomes of the water dispute?

Dynamic operations mapping, involved in application of folding technique, allows recognition of user defined parameters, such as number of coefficients and coefficient length on implemented array size.

His research shows that the objective function is continuously differentiable whenever the mapping involved in the VIP is continuously differentiable (see Theorem 3.2 in [22]).

Meanwhile, a certain topological continuity of the mapping involved in the considered variational inequality must be required, such as continuity and semicontinuity.