Blend-to-zero operators are formalized for smooth transitions, with polynomial interpolants represented via the regularized incomplete Beta function and explicit trigonometric smooth step functions linked to higher-order boundary value problems.
Springer, New York (2011)
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Blend-to-zero operators for smooth transition functions
Blend-to-zero operators are formalized for smooth transitions, with polynomial interpolants represented via the regularized incomplete Beta function and explicit trigonometric smooth step functions linked to higher-order boundary value problems.