A planar scattering potential in bi-adjoint φ³ theory reproduces Dolan-Goddard massive equations, counts invariants via Ferrers shapes, and interprets U(1) decoupling as Catalan and Narayana recursions.
Scattering forms and the positive geometry of kinematics, color and the worldsheet
2 Pith papers cite this work. Polarity classification is still indexing.
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Interval hypergraphic polytopes deform the associahedron; their vertex posets are Tamari interval posets, and the simple ones have weeping willow vertex posets.
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Emergent Features in $U(N) \times U(\tilde{N})$ Bi-adjoint Cubic Theory
A planar scattering potential in bi-adjoint φ³ theory reproduces Dolan-Goddard massive equations, counts invariants via Ferrers shapes, and interprets U(1) decoupling as Catalan and Narayana recursions.
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Interval hypergraphic polytopes (or deformed associahedra), Tamari interval posets, and weeping willows
Interval hypergraphic polytopes deform the associahedron; their vertex posets are Tamari interval posets, and the simple ones have weeping willow vertex posets.