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Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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al pha=aFor a in S, we denote its it h component by a_i, or
equivalently, we have = (a¹; : : :; an)
. This will always be assumed without bein gmentioned
a gain and again. We al so put m_a =
al +..... + an.
Not et hat m_a>= 0 and is positive iff a = 0.
Transcribed Image Text:al pha=aFor a in S, we denote its it h component by a_i, or equivalently, we have = (a¹; : : :; an) . This will always be assumed without bein gmentioned a gain and again. We al so put m_a = al +..... + an. Not et hat m_a>= 0 and is positive iff a = 0.
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