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Per Alexandersson
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One specialA similar case which I know about are the Boolean symmetric functions, introduced by L. Billera, S. Billey, and V. Tewari. They prove Schur positivity by using Chern plethysm, which I do not know much about. It is still open to to explain combinatorially the coefficients of the Schur expansion of the boolean symmetric functions.

One special case which I know about are the Boolean symmetric functions, introduced by L. Billera, S. Billey, and V. Tewari. They prove Schur positivity by using Chern plethysm, which I do not know much about. It is still open to to explain combinatorially the coefficients of the Schur expansion of the boolean symmetric functions.

A similar case which I know about are the Boolean symmetric functions, introduced by L. Billera, S. Billey, and V. Tewari. They prove Schur positivity by using Chern plethysm, which I do not know much about. It is still open to to explain combinatorially the coefficients of the Schur expansion of the boolean symmetric functions.

Source Link
Per Alexandersson
  • 15.8k
  • 10
  • 74
  • 133

One special case which I know about are the Boolean symmetric functions, introduced by L. Billera, S. Billey, and V. Tewari. They prove Schur positivity by using Chern plethysm, which I do not know much about. It is still open to to explain combinatorially the coefficients of the Schur expansion of the boolean symmetric functions.