Wronskians
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1—10 of 34 matching pages
1: 10.28 Wronskians and Cross-Products
2: 10.5 Wronskians and Cross-Products
3: 10.50 Wronskians and Cross-Products
4: 14.2 Differential Equations
5: 9.11 Products
6: 1.13 Differential Equations
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Wronskian
►The Wronskian of and is defined by …(More generally , where .) …If , then the Wronskian is constant. ►The following three statements are equivalent: and comprise a fundamental pair in ; does not vanish in ; and are linearly independent, that is, the only constants and such that …7: 9.2 Differential Equation
8: 30.5 Functions of the Second Kind
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30.5.4
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