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        "quote": "This symmetric tensor construction also occurs in Bargmann–Fock quantization of $M=\\mathbb R^{2d}$. The [<u class=\"concept-term\" data-concept-reference=\"concepts/quantum-mechanics/bosonic-fock-space\" data-concept-identity=\"urn:uuid:52a06444-312f-4b90-9174-02d19553722f\" data-concept-route=\"/concept-identities#concept-52a06444-312f-4b90-9174-02d19553722f\" id=\"first-457607b5c7969744a740-en\">Fock space</u>](../../../../../concepts/quantum-mechanics/bosonic-fock-space) $\\mathcal F_d$ has three isomorphic descriptions. We generally suppress the distinction between $\\mathcal F_d^{\\mathrm{fin}}$, finite-particle superpositions, and its completion $\\mathcal F_d$. The descriptions are:",
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