Reconstruction of the Potential Function and its Derivatives for the Diffusion Operator

Here, we analyse modulation of Sirt6 and other isoforms by quercetin and its derivatives in activity and binding assays and through crystal structure analyses of modulator complexes

We prove that a dense subset of nodal points uniquely determine the boundary conditions and the coefficients of the diffusion equation. We also provide constructive procedure

The novelty of this paper lies in the use of a dense subset of nodal points for the eigenfunctions as the given spectra data for the reconstruction of the diffusion equation..

The inverse nodal problem was initiated by McLaughlin [1], who proved that the Sturm-Liouville problem is uniquely determined by any dense subset of the nodal points.. Some

Other gauge equivalent integrable equations are obtained by use of the equivalence between inte- grable equations for the curvature and graph of the curves.. In particular, we

Several new pyridine and thieno[2,3-b]pyridine derivatives were synthesized via the reac- tions of some pyridinethiones, obtained by the action of acetylacetone on some

Figure 53: The expression of the heat shock protein HSP90AB1 is reduced following USP22 depletion leading to increased cell sensitivity.. Figure 54: HSP90AB1 interacts with USP22

The problem of minimizing nonconvex nondifferentiable func- tions poses a considerable challenge to specialists in mathe- matical programming.. Most of the difficulties arise from