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We present families of tableaux which interpolate between the classicalsemi-standard Young tableaux and matching field tableaux. Algebraically, thiscorresponds to SAGBI bases of Pl\"ucker algebras. We show that each such familyof tableaux leads to a toric ideal, that can be realized as initial of thePl\"ucker ideal, hence a toric degeneration for the flag variety.

Toric degenerations of flag varieties from matching field tableaux