Dear Arachnites,
if you are at ease with computers, it would be helpful to post a URL link
to an image of the lace they have in mind when arguing for the mathematical
precision of a lace design.
For example, it would clarify the drift of the conversation for me if
Kathleen and Devon, say, would post the URL of an images of a pattern or
lace close-up and show us what makes something "intensely mathematical".


On Sun, May 20, 2018 at 10:33 AM, Devon Thein <[email protected]> wrote:

> Kathleen writes:  I wonder if it is simply that bobbin lace appeals
> particularly to scientists and especially mathematicians. Moving on
> from this, is it the more “regular” laces which appeal, I.e. Torchon,
> Bucks and Flanders, rather than Bedfordshire for instance?
>
> Actually, I have always thought that Bedfordshire was intensely
> mathematical. Isn't Bedfordshire a lace where you are presented with a
> design that has acanthus leaves strewn all over it, in different
> orientations, all basically the same shape, but you work each one
> differently as you have to keep the weaving line perpendicular to the
> edge? Similarly, laces such as Milanese and Duchesse present you with
> the mathematical challenge of making each stitch of linen stitch
> appear at a perfect right angle like a weave, while the tape or flower
> curls around. One time a museum colleague, looking at a Duchesse piece
> said, "It is like an Escher". I think that it is like the Escher that
> has all the stairs going hither and yon, always looking very
> straightforward and mathematical and yet not being that way at all.
>
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