What ⨼ means
It inserts a vector into a differential form.
This operation is called contraction or the interior product. It puts a vector field into the form's first slot, leaving a form with one fewer slot. Interior product notation varies: the same operation is commonly written ι_X, where X identifies the vector field; ⨼ is another notation for it.
The history of the interior product belongs to a broader mathematical development: Hermann Grassmann's exterior algebra appeared in 1844, and Élie Cartan's formal work on differential forms began with a publication in 1899.
A specialist operator used in differential geometry, exterior algebra, and mathematical physics.
Don't confuse it with
1Questions people ask
2Is ⨼ an inner product?
No. It contracts a vector with a differential form; an inner product pairs vectors and usually depends on a metric.
Why does ⨼ show as a box?
It can. A font that lacks this glyph may show a box even when ⨼ is present in the text; a font with mathematical operator coverage can display it.
How to type ⨼
⨼\2A3CCodes and encoding1 code points
A visible symbol can contain several code points. JS .length counts UTF-16 units; UTF-8 counts bytes.
