ODE with Regular Singular Point
Results
Regular Singular Point
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p₀ = lim x→0 xP(x), q₀ = lim x→0 x²Q(x)
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Indicial Equation & Roots
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First Frobenius Solution y₁
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Second Frobenius Solution y₂
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Solve x²y″+xP(x)y′+Q(x)y=0 near a regular singular point using y=xʳΣaₙxⁿ. Find indicial roots and recurrence.
Select an ODE and apply Frobenius.
The calculator shows the steps — a quiz proves you can do them on your own.
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