th order
Output Response Analysis of an 8 th Order Active RC Band-Pass Filter Using Matlab
... In this paper, the architecture that has been used to implement the eighth (8 th ) order band-pass filter is the Sallen- Key Topology. This topology is chosen due to its simplicity compared to other known ...
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COMPARATIVE GROWTH ANALYSIS OF SPECIAL TYPE OF DIFFERENTIAL POLYNOMIAL GENERATED BY ENTIRE AND MEROMORPHIC FUNCTIONS ON THE BASIS OF THEIR $(p,q)$-th ORDER
... Abstract: In this paper we aim to establish some results depending on the comparative growth properties of composite transcendental entire or meromor- phic functions and some special type of differential polynomials ...
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N th Order Ergodic Multigram HMM for Modeling of Languages without Marked Word Boundaries
... N th Order Ergodic Multigram HMM for Modeling of Languages without Marked Word Boundaries N t h Order E r g o d i e M u l t i g r a m H M M for M o d e l i n g o f L a n g u a g e s w i t h o u t M a[.] ...
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Nonlinear Fuzzy Volterra Integro-differential Equation of N-th Order: Analytic Solution and Existence and Uniqueness of Solution
... Integro-differential equations play a fundamental role in various fields of applied mathematics. The solutions of many engineering problems in general and mechanics and physics in particular, lead to this kind of ...
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Numerical Solution of n th Order Fuzzy Linear Differential Equations by Homotopy Perturbation Method
... -th order linear differential equations with fuzzy initial ...-th order fuzzy differential equations in [3, 4, 5, 7, ...-th order fuzzy differential ...-th order ...
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Relative p-th Order of Entire Functions of Several Complex Variables
... p-th order of entire functions of several complex ...p-th order of a transcendental entire function with respect to an entire function is the same as that of its partial ...p-th ...
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IMPROVED PARKER-SOCHACKI METHOD FOR CLOSED FORM SOLUTION OF TWO AND THREE-POINT BOUNDARY VALUE PROBLEMS OF $N$-TH ORDER ODES
... Abstract: In this article, the Parker-Sochacki method is extended to solving boundary values of N th order differential equations. By recasting the problem as a system of constant coefficient polynomial ...
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17. Spectrum of a $k${th}-order slant Hankel operator
... Various generalizations of the notion of Hankel operators have been the subject of research of many mathematicians. R.A.M. Avendano [4], [6] initiated the notion of λ-Hankel operators in the year 2000. Later in the year ...
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The Existence of Countably Many Positive Solutions for Nonlinear th-Order Three-Point Boundary Value Problems
... Remark 5.3. In 8–12, the existence of solutions for local or nonlocal boundary value problems of higher-order nonlinear ordinary fractional differential equations that has been treated did not discuss problems with ...
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Existence and Location Results for Fully Nonlinear Boundary Value Problem of n th-Order Nonlinear System
... of the existence of solutions for BVPs of nonlinear differential equations using the theory of differential inequalities cf. 1–31. Although the method has been particularly fruitful for low-order ordinary ...
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Protein 0 th -Order Structure: The Key for Creating
... (2) Two amino acid sequences of proteins encoded by GC-rich gene and its GC-NSF(a) are quite 174.. different from each other (Figure 3), because two strands of DNA are antiparallel and [r] ...
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On the constructive investigation of a class of linear boundary value problems for n th order differential equations with deviating arguments
... holds, from which, by the theorem on the inverse operator [, p.], it follows that the matrix is invertible, i.e., the boundary value problem () is correctly solvable. Further, the suggested general scheme of the ...
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Two new sequence spaces generated by the composition of m th order generalized difference matrix and lambda matrix
... composition of mth order generalized difference matrix and lambda matrix and define an isomorphism between new sequence spaces and classical sequence spaces. Afterward, we investigate inclusion relations and obtain ...
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Solutions for n th-order boundary value problems of impulsive singular nonlinear integro-differential equations in Banach spaces
... Not considering the Green’s function, the present study starts to construct a cone formed by a nonlinear term in Banach spaces, and through the cone creates a convex closed set. We obtain the existence of solutions for ...
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New Results on Multiple Solutions for th-Order Fuzzy Differential Equations under Generalized Differentiability
... Let y be an n, m-solution for 4.1. To find it, utilizing Theorems 3.6 and 3.9 and considering the initial values, we can translate problem 4.1 to a system of second- order linear ordinary differential equations ...
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Solvability of n th-order Lipschitz equations with nonlinear three-point boundary conditions
... In order to obtain the existence and uniqueness of solutions for BVP (.), (.) by using the matching technique, we need first to discuss the existence and uniqueness of solutions for the nth-order ...
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A remark on k th order linear functional equations with constant coefficients
... A REMARK ON kTH ORDER LINEAR FUNCTIONAL EQUATIONS WITH CONSTANT COEFFICIENTS JITKA LAITOCHOVA? Received 30 January 2006; Accepted 18 May 2006 Abel functional equations are associated to a linear homog[.] ...
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An existence result for n^{th}-order nonlinear fractional differential equations
... Fractional calculus is a generalization of ordinary differentiation and integration to arbitrary non– integer order. Fractional differential equations arise in many engineering and scientific disciplines, such as ...
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Multiple Positive Solutions for th Order Multipoint Boundary Value Problem
... The existence of positive solutions for nth-order multipoint boundary problems has been studied by some authors see 1, 2. In 1, Pang et al. studied the expression and properties of Green’s funtion and obtained the ...
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Fixed point theorems with applications to n-th order ordinary differential equations
... Choudhury and Metiya [7] extend fixed point of weak contractions to cone metric spaces.. Some works related to the concept of existence and uniqueness of solution, contraction mapping an[r] ...
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