Ren Xin-xi
Abstract
The classification problem of quasi-invariant subspaces of Fock space is explored and especially the classification of similar transformation of quasi-invariant subspaces generated by no-leading-term polynomial is studied. Quasi-invariant subspaces similar to the quasi-invariant subspace generated by z+w are completely depicted.
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The classification problem of quasi-invariant subspaces of Fock space is explored and especially the classification of similar transformation of quasi-invariant subspaces generated by no-leading-term polynomial is studied. Quasi-invariant subspaces similar to the quasi-invariant subspace generated by z+w are completely depicted.
Key concepts: Linear subspace, Invariant (physics), Fock space, Subspace topology, Invariant subspace, Mathematics, Invariant polynomial, Pure mathematics