National University of Life and Environmental Sciences of Ukraine

output

20192025

2 ε

and

ε β^{+}

decay of

^{144}

Sm and

2 β^{-}

decay of

^{154}

9 citations

researchers with a paper here

collaborating institutions

9 papers

nucl-ex2025★ 5 cited

Double-beta decay of $^{150}$ Nd to excited levels of $^{150}$ Sm

A. S. Barabash, P. Belli, R. Bernabei +23

The $2 ν 2 β$ decay of $^{150}$ Nd to the first excited 740.5 keV $0_{1}^{+}$ level of $^{150}$ Sm was measured over 5.845 yr with the help of a four-crystal low-background HPGe $γ$ s…

math.CA2024

Actual problems of the approximation theory in metrics of discrete spaces on sets of summable periodic and almost periodic functions

Anatolii Serdyuk, Andrii Shidlich

This review paper highlights the main aspects of the development of research related to the solution of extreme problems in the theory of approximation in the spaces ${\mathcal S}^…

physics.ins-det2024★ 3 cited

Development of MMC-based lithium molybdate cryogenic calorimeters for AMoRE-II

A. Agrawal, V. V. Alenkov, P. Aryal +105

The AMoRE collaboration searches for neutrinoless double beta decay of $^{100}$ Mo using molybdate scintillating crystals via low temperature thermal calorimetric detection. The ear…

math.OC2022★ 5 cited

Switched max-plus linear-dual inequalities for makespan minimization: the case study of an industrial bakery shop

Davide Zorzenon, Nataliia Zaiets, Jörg Raisch

In this paper, an industrial bakery shop is modeled by switched max-plus linear-dual inequalities (SLDIs). SLDIs are timed discrete event systems suitable for describing flow shops…

math.CA2022★ 3 cited

Approximation on hexagonal domains by Taylor-Abel-Poisson means

Jürgen Prestin, Viktor Savchuk, Andrii Shidlich

Approximative properties of the Taylor-Abel-Poisson linear summation me\-thod of Fourier series are considered for functions of several variables, periodic with respect to the hexa…

math.CA2021★ 4 cited

Direct and inverse approximation theorems in the Besicovitch-Museilak-Orlicz spaces of almost periodic functions

Stanislav Chaichenko, Andrii Shidlich, Tetiana Shulyk

In terms of the best approximations of functions and generalized moduli of smoothness, direct and inverse approximation theorems are proved for Besicovitch almost periodic function…