The Turning Point Problem in the Asymptotic Integration of Ordinary Linear Diffe
The Turning Point Problem in the Asymptotic Integration of Ordinary Linear Diffe
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In our eReader you can find the full English version of the book. Read The Turning Point Problem in the Asymptotic Integration of Ordinary Linear Diffe Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book The Turning Point Problem in the Asymptotic Integration of Ordinary Linear Diffe
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S p — ^ oo) from the turning point. But in the near zone a sinple stretching of the variable results in an equation vjith coefficients xonifonnly bounded as p — > 00 • Hence in the near zone the solution is a bounded function of the initial values, ''hen the near and far zones raeet at an intermediate point then a bounded comparison solution can be constructed .
25 VI, The Dec ou pling or Reduc tlon A pproa c h The decoupling approach atteinpts to regard a system as a relatively v;eak coupling ...of coriiponents where the behavior of each component is either Icnovm or readily obtainable. From this one can usually deduce the behavior of the coupled system. For example, suppose G 11 = P^ll^il and '22 pA^^G 22" 22 where A, , App are square matrices and G-, -, , Gpp are fundamental matrix solutions. Then a solution to *n =
To quickly assess the difficulty of the text, read a short excerpt:
S p — ^ oo) from the turning point. But in the near zone a sinple stretching of the variable results in an equation vjith coefficients xonifonnly bounded as p — > 00 • Hence in the near zone the solution is a bounded function of the initial values, ''hen the near and far zones raeet at an intermediate point then a bounded comparison solution can be constructed .
25 VI, The Dec ou pling or Reduc tlon A pproa c h The decoupling approach atteinpts to regard a system as a relatively v;eak coupling ...of coriiponents where the behavior of each component is either Icnovm or readily obtainable. From this one can usually deduce the behavior of the coupled system. For example, suppose G 11 = P^ll^il and '22 pA^^G 22" 22 where A, , App are square matrices and G-, -, , Gpp are fundamental matrix solutions. Then a solution to *n =
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