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In this paper, we investigate the extent to which Stieltjes interlacing holds between the zeros of two Jacobi polynomials if each polynomial belongs to a sequence generated by a different value of the parameter [alpha] and/or [beta].
Our first four results consider cases when Stieljes interlacing occurs between the zeros of Jacobi polynomials from different sequences whose degrees differ by two.
One noticeable change is a movement away from embroidery based in Celtic zoomorphics and interlacing knotwork toward more geometric, abstract designs.
On the other hand, frame accumulation interlacing, without merging adjacent lines, collects a full frame image, but the difference of the integration periods between the even and odd field can smear a fast action, creating double images.
In its natural form, monellin loses sweetness during heating because its two interlacing strings of amino acids are unbound and tend to separate at high temperatures.