KENAS BINMORE'AS: SOCIALINIS KONTRAKTAS LOŠIMŲ TEORIJOS KONTEKSTE by Nida Vasiliauskaitė

“…Binmore tries to reformulate the famous Rawlsian original position theorem in terms of game theory and for this purpose introduces a strict distinction between personal and empathetic preferences. …”
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Mass production of type IIA dS vacua by Renata Kallosh, Andrei Linde

“…A large set of supersymmetric Minkowski vacua with strongly stabilized moduli is protected by a theorem on stability of these vacua in absence of flat directions [2]. …”
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A Fast Numerical Method for the Calculation of the Equilibrium Isotopic Composition of a Transmutation System in an Advanced Fuel Cycle by F. Álvarez-Velarde, E. M. González-Romero

“…A fast numerical method for the calculation in a zero-dimensional approach of the equilibrium isotopic composition of an iteratively used transmutation system in an advanced fuel cycle, based on the Banach fixed point theorem, is described in this paper. The method divides the fuel cycle in successive stages: fuel fabrication, storage, irradiation inside the transmutation system, cooling, reprocessing, and incorporation of the external material into the new fresh fuel. …”
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Constructive Existence of (1,1)-Solutions to Two-Point Value Problems for Fuzzy Linear Multiterm Fractional Differential Equations by HuiChol Choi, SungHyok Kwon, Kinam Sin, Sunae Pak, Sungryol So

“…Our existence result is based on Banach fixed point theorem and the approximate solution of our problem is obtained by applying the Haar wavelet operational matrix.…”
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Wave Propagation in L-Shape Beams with Piezoelectric Shunting Arrays by Shengbing Chen, Yubao Song, Hao Zhang

“…Based on transfer matrix method and Bloch theorem, dispersion curves and vibration transmissibility are evaluated and analyzed. …”
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IMPACT OF HARDENING ON J INTEGRAL AT THE SLIGHTLY CURVED ELASTICITY-PLASTICITY CRACK TIP UNDER QUASI-STATIC LOADS by YANG DaPeng, WANG JunJie, ZHAO Yao, LI TianYun

“…J integral of elastic-plastic curved crack in hardened material under quasi-static loads has been mainly studied,and curved crack tip J integral has been calculated as a practical application of a second order perturbation method and theorem of surname KA,where the effects of quasi-static applied stresses and quasi-static normal and shear stresses on the boundaries of plasticity area are synthetically taken into considerations. …”
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Command Filter AILC for Finite Time Accurate Tracking of Aircraft Track Angle System Based on Fuzzy Logic by Chunli Zhang, Xu Tian, Yangjie Gao, Fucai Qian

“…Based on the Lyapunov stability theorem, all signals of the closed-loop system are bounded on the finite time interval 0,T, and the output of the system can track the desired trajectory accurately. …”
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Aeroelastic Vibrations and Stability in Cyclic Symmetric Domains by Bernard Lalanne, Maurice Touratier

“…Firstly, general and usual cyclic symmetric properties are recovered from the Floquet theorem for differential equations, having space periodic coefficients in conjunction with a discrete space Fourier series development. …”
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Stability and Hopf Bifurcation of a Delayed Epidemic Model of Computer Virus with Impact of Antivirus Software by Zizhen Zhang, Ranjit Kumar Upadhyay, Dianjie Bi, Ruibin Wei

“…Formulae for the direction, stability, and period of the bifurcating periodic solutions are conducted with the aid of the normal form theory and center manifold theorem. Numerical simulations are carried out to analyze the effect of some of the parameters in the system on the dynamic behavior of the system.…”
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Rich Dynamics of a Predator-Prey System with Different Kinds of Functional Responses by Kankan Sarkar, Subhas Khajanchi, Prakash Chandra Mali, Juan J. Nieto

“…By using normal form theory and center manifold theorem, we investigate the direction and stability of Hopf bifurcation. …”
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New Results for Some Intuitionistic Fuzzy Partial Functional Differential Equations with State-Dependent Delay by Bouchra Ben Amma, Said Melliani, Lalla Saadia Chadli

“…The main results of this paper are based on the Banach fixed point theorem. An illustrated example of our results is given with some numerical simulations for $\beta$-cuts of the intuitionistic fuzzy solutions.…”
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Ground state sign-changing solution for a logarithmic Kirchhoff-type equation in $\mathbb{R}^{3}$ by Wei-Long Yang, Jia-Feng Liao

“…Under some appropriate hypotheses on the potential function $V$, we prove the existence of a positive ground state solution, a ground state sign-changing solution and a sequence of solutions by using the constraint variational methods, topological degree theory, quantitative deformation lemma and symmetric mountain pass theorem. Our results complete those of Gao et al. …”
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Enabling precise predictions for left-right symmetry at colliders by Jonathan Kriewald, Miha Nemevšek, Fabrizio Nesti

“…Fermion couplings are also determined in closed form, including the Dirac mixing in the neutrino sector, evaluated explicitly using the Cayley–Hamilton theorem. These analytic developments are implemented in a comprehensive FeynRules model file. …”
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Exploring the Epidemic Spreading in a Multilayer Metapopulation Network by considering Individuals’ Periodic Travelling by Dun Han, Qi Shao, Dandan Li

“…Taking the periodicity of individuals’ travelling into account, we further explore the epidemic diffusion model with individuals’ periodic travelling and deduce the epidemic spreading threshold using the Perron–Frobenius theorem. Our results show that if all individuals in each area decide to move, the epidemic threshold can be effectively raised while each individual chooses an unbiased region to arrive. …”
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Constructions of L∞ Algebras and Their Field Theory Realizations by Olaf Hohm, Vladislav Kupriyanov, Dieter Lüst, Matthias Traube

“…In order to define L∞ algebras with genuine field theory realizations, we prove the significantly more general theorem that if the Jacobiator takes values in the image of any linear map that defines an ideal there is a 3-term L∞ algebra with a generally nontrivial 4-bracket. …”
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Adaptive Differentiator-Based Predefined-Time Control for Nonlinear Systems Subject to Pure-Feedback Form and Unknown Disturbance by Man Yang, Qiang Zhang, Ke Xu, Ming Chen

“…The nonaffine structure of the original system is simplified as an affine form via the property of the mean value theorem. Furthermore, the design difficulty from the uncertain nonlinear function is overcome by the excellent approximation performance of RBF neural networks (NNs). …”
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Important Issues on Spectral Properties of a Transmission Eigenvalue Problem by Besiana Cobani, Aurora Simoni, Ledia Subashi

“…We use the variational method and a very important theorem on the existence of transmission eigenvalues to arrive at the conclusion of the existence of the transmission eigenvalues.…”
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A New Modified Hybrid Steepest-Descent by Using a Viscosity Approximation Method with a Weakly Contractive Mapping for a System of Equilibrium Problems and Fixed Point Problems wit... by Uamporn Witthayarat, Thanyarat Jitpeera, Poom Kumam

“…Finally, we give an application to minimization problems and a numerical example which support our main theorem in the last part.…”
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On the Existence and Stability of Positive Solutions of Eigenvalue Problems for a Class of P-Laplacian ψ-Caputo Fractional Integro-Differential Equations by Yahia Awad

“…The study utilizes various techniques, including the analysis of Green’s function properties and the application of Guo–Krasnovelsky’s fixed point theorem on cones. By employing these methods, the research establishes novel findings concerning the existence and nonexistence of positive solutions. …”
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Computational Nanochemistry Study of the Molecular Structure and Properties of Chlorophyll a by Mónica Alvarado-González, Norma Flores-Holguín, Daniel Glossman-Mitnik

“…A comparison between the descriptors calculated through vertical energy values and those arising from the Koopmans' theorem approximation have been performed in order to check for the validity of the last procedure.…”
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