ATProto Browser

ATProto Browser

Experimental browser for the Atmosphere

Post

In symplectic spin geometry, one considers a principal metaplectic group (universal cover of Symp(n)) bundle covering of the symplectic frame bundle. This endows E->M with the structure of a Weyl(E)-module. Weyl(R^n) is the symplectic deformation of the exterior algebra.

Apr 10, 2025, 8:53 PM

Record data

{
  "uri": "at://did:plc:g7zfvo5t5ont4ejo4owoaiav/app.bsky.feed.post/3lmif6ae7422g",
  "cid": "bafyreibu4cinfbarnbg2uajjhmmynbwzsg7kcs3eassr5ueukuqpd625ry",
  "value": {
    "text": "In symplectic spin geometry, one considers a principal metaplectic group (universal cover of Symp(n)) bundle covering of the symplectic frame bundle. This endows E->M with the structure of a Weyl(E)-module. Weyl(R^n) is the symplectic deformation of the exterior algebra.",
    "$type": "app.bsky.feed.post",
    "langs": [
      "en"
    ],
    "reply": {
      "root": {
        "cid": "bafyreialh4cpxsurwenewrvqjjdghu7rezni24okq2klf63ej4qcrcsvmu",
        "uri": "at://did:plc:g7zfvo5t5ont4ejo4owoaiav/app.bsky.feed.post/3lmieu2hcik2g"
      },
      "parent": {
        "cid": "bafyreiex2yx3ac4p4lyltk2wy3ucrs4ig2bzlb5vur7kgfi6qlyr4tsz2u",
        "uri": "at://did:plc:g7zfvo5t5ont4ejo4owoaiav/app.bsky.feed.post/3lmif27m7b22g"
      }
    },
    "createdAt": "2025-04-10T20:53:49.992Z"
  }
}