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The aim of this study is to demonstrate the use of scintillation matrices with size equal to the overall area of the Position Sensitive Photomultiplier Tube (PSPMT), to design a modular gamma camera and study the solution of the dead area problems optimizing the overall pixel identification.
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Moreover, Chaubey [37] has investigated Bianchi type V universe with WDF and studied the solution for constant deceleration parameter, whereas in [38] studied the Bianchi type III and Kantowski-Sachs universe filled with dark energy from a WDF.
Subsequently, Sgroi and Vetro [15] extended Wardowski's ideas to the case of multivalued mappings and studied the solution of certain functional and integral equations under a suitable set of hypotheses.
Here, we formulate the existence and uniqueness results for the solutions of the boundary value problem (1.6a - 1.6b) and study the dependance of the solution on the parameter values.
As there is no closed-form solution for the minimization of (Lambda (tilde {mathbf {h}})), we suggest using the conditional ML in the next section to find an iterative solution and study the properties of this solution.
For this purpose we consider the Hermite data taken from an analytical curve and study the behavior of the solutions for decreasing step-size h.
Therefore, we continue the work by Liu and Lian [1] and study the regularity of the solutions in (H^{4}).
Using the technique of Feynman-Kac formula and Malliavin calculus, we give an explicit formula of the weak solution and study the regularity.
We must vow to think beyond "drones" and study the business problems and drone-specific solutions required to solve them.
Braga and Stoye studied the solution space of the problem of sorting by DCJ and developed an algorithm to count the number of optimal sorting sequences [ 9].
In 2000, Noor [9] first introduced a three-step iterative sequence and studied the approximate solutions of variational inclusion in Hilbert spaces by using the techniques of updating the solution and the auxiliary principle.
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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