Polynomial asymptotic expansions in the real domain: the geometric, the factorizational, and the stabilization approaches
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Publication:2390142
DOI10.1007/S10476-007-0301-0zbMath1174.41005OpenAlexW2063006701MaRDI QIDQ2390142
Publication date: 20 July 2009
Published in: Analysis Mathematica (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1007/s10476-007-0301-0
Related Items (2)
Analytic theory of finite asymptotic expansions in the real domain. Part I: Two-term expansions of differentiable functions ⋮ The problem of differentiating an asymptotic expansion in real powers. II: Factorizational theory
Cites Work
- On norms in weighted spaces of functions given on infinite intervals
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- On polynomial attractors of ordinary differential equations
- Criterion of polynomial increase of a function and its derivatives
- Asymptotic properties of the solutions of a class of nonlinear integrodifferential equations of second order
- Canonical Factorizations of Disconjugate Differential Operators
- Almost normed spaces of functions with polynomial asymptotic behaviour
- Canonical Factorization of Disconjugate Differential Operators—Part II
- Canonical Forms and Principal Systems for General Disconjugate Equations
- Disconjugate $n$th order differential equations and principal solutions
- Principal Solutions of Disconjugate n-th Order Linear Differential Equations
- NON-OSCILLATION OF SOLUTIONS OF THE EQUATIONx(n)+p1(t)x(n−1)+ … +pn(t)x= 0
- Corrigendum and Addendum: Principal Solutions of Disconjugate n-th Order Linear Differential Equations
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