Results 31 to 40 of about 137,282 (201)
, 2019 We give an introduction to the transalgebraic theory of simply connected log-Riemann surfaces with a finite number of infinite ramification points (transalgebraic curves of genus $0$).
Biswas, Kingshook, Pérez-Marco, Ricardo
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The Value distribution of meromorphic functions with relative (k; n) Valiron defect on annuli
Математичні Студії, 2022 In the paper, we study and compare relative $(k,n)$ Valiron defect with the relative Nevanlinna defect for meromorphic function where $k$ and $n$ are both non negative integers on annuli. The results we proved are as follows \\ 1.
A. Rathod
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How transcendental are Kant’s principles of public law? [PDF]
Кантовский сборник, 2016 This article presents a comprehensive analysis of the content, meaning, and scenarios of applying the transcendental principles of public law formulated in the second appendix to Kant’s treatise Toward Perpetual Peace.
Zilber A.
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Journal of the Australian Mathematical Society, 1964 If K is a field and L an extension field, α ∈ L is said to be algebraic over K if it satisfies an equation with coefficients in K. If α does not satisfy any such on, it is called transcendental over K.
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Bound states in a semi-infinite square potential well [PDF]
Revista Brasileira de Ensino de FísicaThe finite square potential well is a staple problem in introductory quantum mechanics. There is an extensive literature on the determination of the allowed energies, which requires the solution of a transcendental equation by numerical, graphical or ...
Nivaldo Agostinho Lemos
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On certain transcendental numbers.
Michigan Mathematical Journal, 1984 Making use of the classic Lindemann-Weierstraß theorem and the Gelfond-Schneider theorem, the author derives a lot of interesting new facts such as Theorem 1. Suppose \(\alpha\) and \(\beta\) are algebraic numbers. Then \(e^{\alpha} \cos \beta\) and \(e^{\alpha} \sin\beta\) are algebraically independent if and only if \(\alpha\) and \(\beta\) are ...
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Combinatorial Applications of the Subspace Theorem
, 2013 The Subspace Theorem is a powerful tool in number theory. It has appeared in various forms and been adapted and improved over time. It's applications include diophantine approximation, results about integral points on algebraic curves and the ...
Schwartz, Ryan, Solymosi, Jozsef
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IEEE Access, 2023 This paper presents a detailed comparison of eliminated and non-eliminated harmonics for 3-level, 5-level and 13-level cascaded multilevel inverter. For this research, three different types of cascaded H-Bridge multilevel inverters are considered where ...
Umar Tabrez Shami +6 more
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AS‐pHopt: An Optimal pH Prediction Model Enhanced by Active Site of Enzymes
Advanced Intelligent Discovery, EarlyView.To address the low accuracy of enzyme optimal pH (pHopt) prediction, this study develops active site‐based pHopt (AS‐pHopt), a prediction model enhanced by active site information and pseudo‐label prediction. Integrating key structural and physicochemical features affecting enzyme pHopt, AS‐pHopt uses Evolutionary Scale Modeling (ESM)‐2 with active ...
Wenxiang Song +6 more
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International Journal of Mathematics and Mathematical Sciences, 2019 We aim through this paper to present an improved variational iteration method (VIM) based on Bernstein polynomials (BP) approximations to be used with transcendental functions. The key benefits gained from this modification are to reach stable and fairly
Ahmed Farooq Qasim +1 more
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