The Landau Problem for the Differential Operator D(super 2)-alpha(super 2) in a Circular Ring.
Technical summary rept.,
WISCONSIN UNIV MADISON MATHEMATICS RESEARCH CENTER
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The present note is a continuation of a previous paper and uncovers an extremum property of the bounded exponential Euler splines for the differential operator L equal DD sup 2 - alpha sup 2. As such, these are special examples of Micchellis cardinal L-splines. These connections are only mentioned to indicate how matters are related to spline theory, because here one proceeds directly, assuming no previous knowledge of it.
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