matrix quadratic equationmaximal solution/ B0210 Algebra C1110 AlgebraWe derive a number of properties of a new type of matrix quadratic equation, including the existence of a maximal solution.doi:10.1016/0167-6911(83)90010-5W.A CoppelElsevier B.V.Systems & Control Letters...
quadratic equation39B8239B62We prove some stability results for the equation $$ Af(px\\\ast ry)+Bf(qx\\\ast sy)=Cf(x)+Df(y), $$ in the class of functions mapping a groupoid $(X,\\\ast)$ into a Banach space $Y$, where $p,q,r,s:Xo X$ are endomorphisms of the group...
A state feedback control law which retains asymptotic stability against arbitrary actuator failure is derived using a positive semidefinite solution of a type of matrix quadratic equation, and some properties of the closed-loop system are considered. Moreover, a design procedure by which the closed-...
Let (S,+) be an abelian semigroup, let σ be an involution of S, let X be a linear space over the field K∈{R,C} and let μ,ν be linear combinations of Dirac measures. In the present paper, we find the general solution f:S→X of the following functional equation ∫Sf(x+y...
Stability of a Mixed Type Additive, Quadratic, Cubic and Quartic Functional Equation In this paper, we obtain the general solution and the generalized Hyers-Ulam Rassias stability of the functional equation $$3(f(x+2y)+f(x-2y))=12(f(x+y)+f(... M Eshaghi-Gordji,S Kaboli-Gharetapeh...
摘要: In this paper, we investigate a fuzzy version of stability for the additive and quadratic type functional equation $$f(x + y) - f(-x- y) - f(x) + f(- x) -4f(y) + f(2y) = 0,$$in the sense of Mirmostafaee and Moslehian....
We investigate a fuzzy version of stability for the functional equation f ( x + y + z + w ) + 2 f ( x ) + 2 f ( y ) + 2 f ( z ) + 2 f ( w ) - f ( x + y ) - f ( x + z ) - f ( x + w ) - f ( y + z ) - f ( y + w ) - f ( z + w ...
across 27 simulated data sets from donor, melanoma, and ovarian cancer patient immune and tumor cells, plotted against the average true proportion of the cell type, for each method (dampened weighted least squares (DWLS), quadratic programming (QP), and ν-support vector regression (ν-SVR). ...
A study of thermodynamic properties of quadratic exponential-type potential in D-dimensions 来自 Semantic Scholar 喜欢 0 阅读量: 3 作者:U Okorie,A Ikot,M Onyeaju,EO Chukwuocha 摘要: We solved the Schrodinger equation with Quadratic Exponential-Type Potential (QEP) model in D-dimensions using ...
According to the first and the second facts, it is convenient to choose g(k) as a linear function of the biasing parameter k. Note that, g(k) which is obtained in Fact 2 is a solution of the differential equation which is obtained in Fact 1. According to the results obtained in Fact...