{
  "id": "rough-periodic-kdv",
  "type": "https://ocfl.io/1.1/spec/#inventory",
  "digestAlgorithm": "sha512",
  "head": "v4",
  "contentDirectory": "content",
  "manifest": {
    "a203018db32d7c3158851b7106c01157069bf4cedaa129010a4f8abda90750117d8491c24244017ee00e1948d8e30486bb0b27c74cab27c88650bccc7e1e0c32": [
      "v1/content/datacite.json"
    ],
    "76a50d1036097781afd6109732d09e0a34cd0428f997a05ff58e77aa39f53281955c234b7436b41386ca5fc550fd4c1dc341cabba7b46e400cb3b688e310e444": [
      "v1/content/object.json"
    ],
    "1ee9a89722f5d5d56e70e8000abb80e5014ab176c7bf4373ac24d5e8354f9590b7497d481a5defbdb18bd9909a682a12bcc2185d055e912481618cba92f33278": [
      "v1/content/paper.pdf"
    ],
    "4e0decc1ec3dd888f6e5068f55556b6b6788b1416d7f70abc17e3db33af28596293aff914c60ff80390deee42c147dff416a077442bba6e46f29910a1928ce8e": [
      "v1/content/source/math-0610006.tex"
    ],
    "49f07049b1efc156f323b2d35353a42a00a23fa4647c8309d2f749fcf60842549caa8ca50c6d34a444cd3973289dd033bb4f2ea41cdbb8535676b52561eeb4f8": [
      "v2/content/datacite.json"
    ],
    "4ba005b1dbd531467accd1f0297fcd984273f27b0d0859c9856ce8668038e49418c563c6f21bf85ad89eb5c42c1fd72f159376745dc52221f004182c095bb733": [
      "v2/content/object.json"
    ],
    "afe7d1a959a45343a43aa1e0fcf75a45798eef646f37bc88067a56c785ce112df99d56905f21b89effac0ec81772820c9537612a5e417bfbcd6407f07358ddf0": [
      "v2/content/paper.pdf"
    ],
    "3abf5055ba3f4b006b7b526fbe0c5ce231af8ea435a30afede00219a70abcde66c94e5ad5f1daadc11a471ee1d859a539f8b86e622e992664e51828f10eaa423": [
      "v2/content/source/math-0610006.tex"
    ],
    "37a9802b49cbbd7f7613921b799c54f39ad240f4cb2bbbe9d62f7aee35ca273f2344085510a89ea20514358939fdb5848d9cfe08126e9e3893e11d0f1f6771b2": [
      "v3/content/datacite.json"
    ],
    "3f8977224b961287a56f7a2a2f026a50da6b40570a26f26f659488878cf149062e3415b732eafd03f77de95033a4c15a1dbc4730cfc370d72725768cf348868b": [
      "v3/content/object.json"
    ],
    "1c8be4df5cfc776f54a16a0c288c31d06c7397cb45b85f69f683447c77522bed9f07d6cde798231aed817b8082eaedfe92829987c1aabc838f806c8f0b0f9f07": [
      "v3/content/paper.pdf"
    ],
    "27cea1609c6a1d3c1df065aea208dc2fa60b849cb594b4bcec3c80df980d1dbdb9d2b3fe4c5822f727a0d8fc483111f02fb99959f2d3ff2613550b2982687293": [
      "v3/content/source/math-0610006.tex"
    ],
    "62f22087e86a4da799c1749fd681ea75f87b771948f74491db2a5ec1258e339ffa0104644996f404bed1cc63812876379a6e286a09552b388027b0c52c0ff059": [
      "v4/content/datacite.json"
    ]
  },
  "versions": {
    "v1": {
      "created": "2026-11-13T14:49:26Z",
      "message": "Imported from arXiv: math/0610006v1 of 2006-09-30",
      "user": {
        "name": "Massimiliano Gubinelli",
        "address": "https://mgubi.org/docs/main.html"
      },
      "state": {
        "a203018db32d7c3158851b7106c01157069bf4cedaa129010a4f8abda90750117d8491c24244017ee00e1948d8e30486bb0b27c74cab27c88650bccc7e1e0c32": [
          "datacite.json"
        ],
        "76a50d1036097781afd6109732d09e0a34cd0428f997a05ff58e77aa39f53281955c234b7436b41386ca5fc550fd4c1dc341cabba7b46e400cb3b688e310e444": [
          "object.json"
        ],
        "1ee9a89722f5d5d56e70e8000abb80e5014ab176c7bf4373ac24d5e8354f9590b7497d481a5defbdb18bd9909a682a12bcc2185d055e912481618cba92f33278": [
          "paper.pdf"
        ],
        "4e0decc1ec3dd888f6e5068f55556b6b6788b1416d7f70abc17e3db33af28596293aff914c60ff80390deee42c147dff416a077442bba6e46f29910a1928ce8e": [
          "source/math-0610006.tex"
        ]
      }
    },
    "v2": {
      "created": "2026-11-13T14:49:26Z",
      "message": "Imported from arXiv: math/0610006v2 of 2007-07-11",
      "user": {
        "name": "Massimiliano Gubinelli",
        "address": "https://mgubi.org/docs/main.html"
      },
      "state": {
        "49f07049b1efc156f323b2d35353a42a00a23fa4647c8309d2f749fcf60842549caa8ca50c6d34a444cd3973289dd033bb4f2ea41cdbb8535676b52561eeb4f8": [
          "datacite.json"
        ],
        "4ba005b1dbd531467accd1f0297fcd984273f27b0d0859c9856ce8668038e49418c563c6f21bf85ad89eb5c42c1fd72f159376745dc52221f004182c095bb733": [
          "object.json"
        ],
        "afe7d1a959a45343a43aa1e0fcf75a45798eef646f37bc88067a56c785ce112df99d56905f21b89effac0ec81772820c9537612a5e417bfbcd6407f07358ddf0": [
          "paper.pdf"
        ],
        "3abf5055ba3f4b006b7b526fbe0c5ce231af8ea435a30afede00219a70abcde66c94e5ad5f1daadc11a471ee1d859a539f8b86e622e992664e51828f10eaa423": [
          "source/math-0610006.tex"
        ]
      }
    },
    "v3": {
      "created": "2026-11-13T14:49:26Z",
      "message": "Imported from arXiv: math/0610006v3 of 2009-07-20",
      "user": {
        "name": "Massimiliano Gubinelli",
        "address": "https://mgubi.org/docs/main.html"
      },
      "state": {
        "37a9802b49cbbd7f7613921b799c54f39ad240f4cb2bbbe9d62f7aee35ca273f2344085510a89ea20514358939fdb5848d9cfe08126e9e3893e11d0f1f6771b2": [
          "datacite.json"
        ],
        "3f8977224b961287a56f7a2a2f026a50da6b40570a26f26f659488878cf149062e3415b732eafd03f77de95033a4c15a1dbc4730cfc370d72725768cf348868b": [
          "object.json"
        ],
        "1c8be4df5cfc776f54a16a0c288c31d06c7397cb45b85f69f683447c77522bed9f07d6cde798231aed817b8082eaedfe92829987c1aabc838f806c8f0b0f9f07": [
          "paper.pdf"
        ],
        "27cea1609c6a1d3c1df065aea208dc2fa60b849cb594b4bcec3c80df980d1dbdb9d2b3fe4c5822f727a0d8fc483111f02fb99959f2d3ff2613550b2982687293": [
          "source/math-0610006.tex"
        ]
      }
    },
    "v4": {
      "created": "2026-11-13T23:44:07Z",
      "message": "Description corrected from arXiv math/0610006: abstract (import of TeX markup, dashes, ties and author lists fixed; description-only version)",
      "user": {
        "name": "Massimiliano Gubinelli",
        "address": "https://mgubi.org/docs/main.html"
      },
      "state": {
        "62f22087e86a4da799c1749fd681ea75f87b771948f74491db2a5ec1258e339ffa0104644996f404bed1cc63812876379a6e286a09552b388027b0c52c0ff059": [
          "datacite.json"
        ],
        "3f8977224b961287a56f7a2a2f026a50da6b40570a26f26f659488878cf149062e3415b732eafd03f77de95033a4c15a1dbc4730cfc370d72725768cf348868b": [
          "object.json"
        ],
        "1c8be4df5cfc776f54a16a0c288c31d06c7397cb45b85f69f683447c77522bed9f07d6cde798231aed817b8082eaedfe92829987c1aabc838f806c8f0b0f9f07": [
          "paper.pdf"
        ],
        "27cea1609c6a1d3c1df065aea208dc2fa60b849cb594b4bcec3c80df980d1dbdb9d2b3fe4c5822f727a0d8fc483111f02fb99959f2d3ff2613550b2982687293": [
          "source/math-0610006.tex"
        ]
      }
    }
  },
  "fixity": {
    "md5": {
      "5c87b92019400c1c26418f4790f1de92": [
        "v1/content/datacite.json"
      ],
      "7bafcce55bd363db01e7620ee0fd7e00": [
        "v1/content/object.json"
      ],
      "7cde9e9a82dccdbd4501ce2c607b4a55": [
        "v1/content/paper.pdf"
      ],
      "7468113b580e5d9e27abd978bb6e776e": [
        "v1/content/source/math-0610006.tex"
      ],
      "ec680cf2b7325a448e49afc7e682fbf5": [
        "v2/content/datacite.json"
      ],
      "92c828a7b36f52530d7d05831d107291": [
        "v2/content/object.json"
      ],
      "05fc3b466715c390eeef2e810a8f3325": [
        "v2/content/paper.pdf"
      ],
      "afaa2b4f6782a0da77483d15a56ca15e": [
        "v2/content/source/math-0610006.tex"
      ],
      "38c3d31c783070c73ac03bdd1d54b7f6": [
        "v3/content/datacite.json"
      ],
      "c3ec623fce808ac2c236717d1e7512b6": [
        "v3/content/object.json"
      ],
      "02a940379e78b2c3f4dfbd05ff017e60": [
        "v3/content/paper.pdf"
      ],
      "3e2e992cc1b104e76f6674f4a77c2bfb": [
        "v3/content/source/math-0610006.tex"
      ],
      "e78e22e26aa86914d6b84223d87b6ace": [
        "v4/content/datacite.json"
      ]
    },
    "sha256": {
      "c40223215120c9037026ca18d1a3d39c337cd3c217e34b372f4d646447e685f0": [
        "v1/content/datacite.json"
      ],
      "88fc648c8974cabfb0252dda9924f791b0ed493081fec56970bd83a996fbb338": [
        "v1/content/object.json"
      ],
      "e634b08979d362102c812e81b7e19a24e519f69bcab57650fd19d5a686cbadeb": [
        "v1/content/paper.pdf"
      ],
      "f692c1e0cfd3ef921587f8595ff13267b1aa3cb75911406107e594c06ba1fdbb": [
        "v1/content/source/math-0610006.tex"
      ],
      "e84bdfbc68a8953ae2db88dc393b4fcbaa363d73da6b3678faa11620f078fe94": [
        "v2/content/datacite.json"
      ],
      "9c567ada48735dbb7cd137ecc2f17cc4770e5effeb3013a5937f278a7fee5174": [
        "v2/content/object.json"
      ],
      "373a7e4905f429b31a3942e264b4106bc45397eba4c1506fb8db350826718dea": [
        "v2/content/paper.pdf"
      ],
      "af818f12ac9af7bc11df10239d2f061f03ce15ba4e766940bf546a226bb7e592": [
        "v2/content/source/math-0610006.tex"
      ],
      "8e0e2c005f87c0dfb919231af6fc83c67072cd4b73bdbe86f624b9391e39ae42": [
        "v3/content/datacite.json"
      ],
      "e94c979a85ec88ccfb8167e8b81ce0f4ca1d3fa55e3360082933daa105497e26": [
        "v3/content/object.json"
      ],
      "fd9d243601a7e0baf7fe50c1ea552691f8207a08195e4b05dab8427f73f00f00": [
        "v3/content/paper.pdf"
      ],
      "f5c1943a6bd67fca207ef5c24bef92e3814e0d84d6690c4e56ae6036ee12dd49": [
        "v3/content/source/math-0610006.tex"
      ],
      "d2ae28ab106378be269b26aa31b347419e064bd1a2c0f6ca17af141f62e82809": [
        "v4/content/datacite.json"
      ]
    }
  }
}