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We characterize totally symmetric self-complementary plane partitions(TSSCPP) as bounded compatible sequences satisfying a Yamanouchi-likecondition. As such, they are in bijection with certain pipe dreams. Using thischaracterization and the recent bijection of [Gao-Huang] between reduced pipedreams and reduced bumpless pipe dreams, we give a bijection betweenalternating sign matrices and TSSCPP in the reduced, 1432-avoiding case. Wealso give a different bijection in the 1432- and 2143-avoiding case thatpreserves natural poset structures on the associated pipe dreams and bumplesspipe dreams.

A pipe dream perspective on totally symmetric self-complementary plane partitions