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Configuration Space Integrals: Bridging Physics, Geometry, and Topology of Knots and Links (Commentaf the most exciting developments was the introduction of . or . knot invariants [Vas90]. To explain, any knot invariant . can be extended to singular knots with . transverse double points via the repeated use of the .

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https://doi.org/10.1007/978-3-8349-9101-0s presented. Owing to the method proposed, we can design digital filters for any numerical systems in dedicated hardware implementation. Moreover, with the use of a geometric differential evolution algorithm, we can create digital filters for hardware and/or software implementation using the same de

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