Results 51 to 60 of about 3,215,759 (167)
Some Sufficient Conditions for Starlikeness and Convexity of Order
We derive certain sufficient conditions for starlikeness and convexity of order of analytic functions in the unit disk. Applications are indicated for the subordination results to electromagnetic cloaking.
Yi-Ling Cang, Jin-Lin Liu
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In this paper, we will study the relation between complex character and the condition order spectrum in real and complex ordered Banach algebra .We prove many properties on it,s . afterwards, we prove that is upper semi continuous Finally we will show the relation between condition Quasinilpotent and the radical .
Boushra Y. Hussein, Sara F. Hassan
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We obtain a new Taylor's formula in terms of the order subdifferential of a function from to . As its applications in optimization problems, we build order sufficient optimality conditions of this kind of functions and order necessary conditions ...
He Qinghai, Zhang Binbin
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First order systems of odes with nonlinear nonlocal boundary conditions
In this article, we prove existence of solutions for a nonlocal boundary value problem with nonlinearity in a nonlocal condition. Our method is based upon Mawhin's coincidence theory.
Igor Kossowski, Bogdan Przeradzki
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The spatiotemporal dynamics of conditioned behavior: First-order and higher-order conditioning.
Pavlovian conditioning procedures generate spatially and temporally distinct behaviors. For example, after rats have received pairings of a lever with food, they approach the food well during the lever (called goal-tracking) and interact with it (called sign-tracking), with these two spatially distinct behaviors being distributed differently across the
Victor M. Navarro +2 more
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Stability Conditions of Second Order Integrodifferential Equations with Variable Delay
We investigate integrodifferential functional differential equations ẍ+f(t,x,ẋ)ẋ+∫t-r(t)ta(t,s)g(x(s))ds=0 with variable delay. By using the fixed point theory, we obtain conditions which ensure that the zero solution of this equation is stable under
Dingheng Pi
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Nonlinear Coupled Fractional Order Systems with Integro-Multistrip-Multipoint Boundary Conditions
We study the existence and uniqueness of solutions for a nonlinear system of coupled fractional differential equations equipped with nonlocal coupled integro-multistrip-multipoint boundary conditions.
Bashir Ahmad +2 more
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Nullspace of the m-th order discrete problem with nonlocal conditions
In this paper, we obtain the representation of the nullspace for m-th order discrete linear problems with nonlocal conditions. An example is given. The research was partially supported by the Research Council of Lithuania (grant No. MIP-047/2014).
Gailė Paukštaitė, Artūras Štikonas
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Explicit solutions for a system of first-order partial differential equations
In this paper we construct explicit weak solutions of a system of two partial differential equations in the quarter plane ${(x,t):x>0,t>0}$ with initial conditions at $t=0$ and a weak form of Dirichlet boundary conditions at $x=0$. This system was
Kayyunnapara Thomas Joseph
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Explicit solutions for a system of first-order partial differential equations-II
In this note we give an explicit formula for the solution of conservative form of a system studied in a previous article [6], in the domain ${(x,t):x>0,t>0}$ with initial conditions at $t=0$ and with Bardos Leroux Nedelec boundary conditions at $x=0$.
Kayyunnapapra Thomas Joseph +1 more
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