An inductive realization of Loop Vertex Expansion is proposed and is applied to the construction of the $\phi_1^4$ theory. It appears simpler and more natural than the standard one at least for some situations.
Construction of SU(3) irreps in canonical SO(3)-coupled bases
Construction of some special subsequences within a Farey sequence
Role of the orthogonal group in construction of osp(1|2n) representations
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