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Changes between Initial Version and Version 1 of Ticket #24659

-                      initial
+                      v1
 Growth diagrams as introduced by Fomin work for partial fillings of skew Ferrers shapes: in every row and every column at most one cross (possibly coloured, depending on the type of growth diagram) is allowed.
 However, one can accommodate several entries in rows and columns, and arbitrary nonnegative integer entries instead of crosses as follows:
+However, for Robinson-Schensted insertion, one can accommodate several entries in rows and columns, and arbitrary nonnegative integer entries instead of crosses as follows:
 * for each row with sum of entries equal to e, subdivide the row into e rows,
 …
 This ticket aims at adding supporting code.
 As a testcase, this should work for shifted insertion, where the standardisation procedure is described in Section 8 of Sagan's "Shifted Tableaux, Schur Q-Functions, and a Conjecture of R. Stanley".
+For shifted insertion, there is a different standardisation procedure. is different.  This is described in Section 8 of Sagan's "Shifted Tableaux, Schur Q-Functions, and a Conjecture of R. Stanley".  A naive implementation to standardise words is attached.