Results 21 to 30 of about 86,808 (266)
Introduction. The paper considers an axisymmetric problem of elasticity theory for a radially inhomogeneous transversally isotopic nonclosed sphere containing none of the 0 and đ poles.
N. K. Akhmedov, S. M. Yusubova
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From Fibonacci Sequence to the Golden Ratio
We consider the well-known characterization of the Golden ratio as limit of the ratio of consecutive terms of the Fibonacci sequence, and we give an explanation of this property in the framework of the Difference Equations Theory. We show that the Golden
Alberto Fiorenza, Giovanni Vincenzi
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Purpose Beetroot is a model crop for studying root competition in intercropping systems because its red-coloured roots facilitate non-destructive visual discrimination with other root systems of intercropped plants. However, beetroot also has white roots,
Yue Xie +2 more
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Finding of roots of the matrix transcendental characteristic equation using Lambert W function
The method of finding roots of the matrix transcendental characteristic equation, corresponding to linear matrix differential equation with delayed argument, is analyzed. The examples of the application of the method are presented.
Irma IvanovienÄ, Jonas Rimas
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A note on periodic linear recurrence relations [PDF]
We provide an elementary proof of the fact that a sequence defined by a linear recurrence relation with integer coefficients is periodic if and only if all characteristic roots are distinct roots of unity.
JĂłzsef Bukor
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Limits for the characteristic roots of a matrix
Die Note enthÀlt zwei ErgÀnzungen zu Teil I und II [Duke Math. J. 13, 387--395 (1947; Zbl 0061.01504); 14, 21--26 (1947; Zbl 0029.33701)]. 1. Sind \(f_1(x), \ldots, f_n(x)\) Polynome, \(A = (a_{\kappa,\lambda})\) eine \((n,n)\)-Matrix, \(f_\nu(A) = (a_{\kappa,\lambda}^{(\nu)})\), \(\displaystyle\sum_{\lambda\ne \kappa} \vert a_{\kappa,\lambda}^{(\nu ...
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AN ENERGY FUNCTION APPROACH FOR FINDING ROOTS OF CHARACTERISTIC EQUATION [PDF]
In this paper, an energy function approach for finding roots of a characteristic equation has been proposed. Finding the roots of a characteristics equation is considered as an optimization problem.
Deepak Mishra, Prem K. Kalra
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Computing pth roots in extended finite fields of prime characteristic p â„ 2
Direct computation of pth roots in extended finite fields of characteristic p â„ 2 is introduced, wherein the reduction polynomial is irreducible and can be even random. Proposed method works in any case of p â„ 2 and finite field extension. This method is
M. Repka
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STABILITY SYSTEMS VIA HURWITZ POLYNOMIALS
To analyze the stability of a linear system of differential equations áș = Ax we can study the location of the roots of the characteristic polynomial pA(t) associated with the matrix A. We present various criteria - algebraic and geometric - that help us
BALTAZAR AGUIRRE HERNĂNDEZ +3 more
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ABSTRACT Pediatric gastroenteropancreatic neuroendocrine neoplasms (GEPâNENs) are extremely rare and clinically heterogeneous. Management has largely been extrapolated from adult practice. This European Standard Clinical Practice Guideline (ESCP), developed by the EXPeRT network in collaboration with adult NEN experts, provides (adult) evidence ...
Michaela Kuhlen +23 more
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