Results 151 to 160 of about 320,872 (183)

Polynomial approximations of solutions of higher-order operator-differential equations

Ukrainian Mathematical Journal, 1994
Summary: The Cauchy problem for higher-order differential-operator equations is considered in a Banach space. A polynomial approximation is constructed.
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Integro-Differential Equation with a Higher-Order Two-Dimensional Whitham Operator

Journal of Mathematical Sciences, 2021
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On Higher-Order Differential Operators with Singularity inside the Interval

Mathematical Notes, 2002
Differential equations with singularities inside the interval arise in different areas of mathematics and in applications. A wide class of differential equations with turning points can be reduced to the equations considered by the author. This paper is concerned with the non-selfadjoint boundary value problem for the studied differential equation with
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On higher-order differential operators with a singular point

Inverse Problems, 1993
The paper is concerned with a very specific inverse spectral problem. This problem is formulated as follows: Given the Weyl matrix \({\mathfrak M}(\lambda)\), construct a differential operator \(l\) associated with the higher-order differential equation \[ ly\equiv y^{(n)}+ \sum^{n- 2}_{j=0} \left({\nu_ j\over x^{n-j}}+ q_ j(x)\right) y^{(j)}=\lambda y\
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Reconstruction of higher-order differential operators on compact graphs

Doklady Mathematics, 2008
In this paper, the author studies the inverse spectral problem for differential operators of any order on compact trees (i.e., on graphs without cycles). As the basis spectral characteristics, the author introduces and studies the Titchmarsh--Weyl matrices, which are a generalization of the Titchmarsh--Weyl functions (\(m\)-functions) for the classical
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On higher-order differential operators with a regular singularity

Sbornik: Mathematics, 1995
Summary: A boundary-value problem for the non-self-adjoint differential operators \[ \ell y \equiv y^{(n)} + \sum^{n - 2}_{j = 0} \left( {\nu_j \over x^{n - j}} + q_j(x) \right) y^{(j)}, \quad 0 < x < T, \] with a regular singularity at zero is investigated.
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Spectral Analysis of Higher-Order Differential Operators II: Fourth-Order Equations

Journal of the London Mathematical Society, 1999
Summary: The author investigates location and nature of the spectrum of the fourth-order selfadjoint equation \[ (p_0 y'')''+ (p_1 y')'+ qy= zwy \] subject to certain asymptotic assumptions on the coefficients. The main tools are the theory of asymptotic integration and the Titchmarsh-Weyl \(M\)-matrix.
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Reduced order and surrogate models for gravitational waves

Living Reviews in Relativity, 2022
Manuel Tiglio, Aaron Villanueva
exaly  

Mass Spectrometry-Based Protein Footprinting for Higher-Order Structure Analysis: Fundamentals and Applications

Chemical Reviews, 2020
Xiaoran Roger Liu, Mengru Mira Zhang, Michael L Gross   +2 more
exaly  

Cancer treatment and survivorship statistics, 2014

Ca-A Cancer Journal for Clinicians, 2014
Carol E Desantis, Angela B Mariotto, Ahmedin Jemal   +2 more
exaly