{
  "schema_version": 1,
  "kind": "ConceptView",
  "producer": "concept-view-1",
  "concept_id": "urn:uuid:1b151f83-697f-43f4-b6a1-aa3dfd976f64",
  "labels": {
    "zh-CN": "拉格朗日函数",
    "en": "Lagrangian function"
  },
  "alternative_labels": [],
  "scope_note": "",
  "identity_status": "active",
  "identity_revision": "af79ab6ceda93c88db0dbec9cd3cb776421091fb79e00238d0321cfe5b1a78bd",
  "occurrences": [
    {
      "concept_id": "urn:uuid:1b151f83-697f-43f4-b6a1-aa3dfd976f64",
      "book_id": "szekeres",
      "edition_id": "source-snapshot-bc3404156f6e",
      "lang": "zh-CN",
      "route": "zh/chapter-16/05-classical-mechanics",
      "anchor": "first-8d838ffb5d6b1f86836a-zh",
      "chapter": "16",
      "section": "16.5",
      "offset": 1245,
      "range": [
        9025,
        9271
      ],
      "source_revision": "aac6045c8f792acfb5c9989193835b417610f4c945fe5f70074b9b0c3fb0e939",
      "source_category": "translation",
      "review_status": "unreviewed",
      "role": "occurrence",
      "role_basis": {
        "kind": "explicit-source-uuid-marker"
      },
      "label": "拉格朗日函数(Lagrangian function)",
      "context": {
        "range": [
          8989,
          9566
        ],
        "quote": "一个函数 $L : T M \\to \\mathbb { R }$ 称为 <u class=\"concept-term\" data-concept-identity=\"urn:uuid:1b151f83-697f-43f4-b6a1-aa3dfd976f64\" data-concept-route=\"/concept-identities#concept-1b151f83-697f-43f4-b6a1-aa3dfd976f64\" id=\"first-8d838ffb5d6b1f86836a-zh\">拉格朗日函数(Lagrangian function)</u>，并且对于任意参数曲线 $\\gamma : [ t _ { 0 } , t _ { 1 } ] \\to M$，我们定义相应的 <u class=\"concept-term\" data-concept-identity=\"urn:uuid:ff25d777-490f-4ae6-b7f9-2071832df195\" data-concept-route=\"/concept-identities#concept-ff25d777-490f-4ae6-b7f9-2071832df195\" id=\"first-bee57b2516883280ed58-zh\">作用量(action)</u> 为",
        "quote_sha256": "69232cb2aeb2e62a76385985624cdd025506fbfcfcb6b2f953ec1be86fd5fc2c",
        "environment": null,
        "excerpt_omitted": false
      },
      "parallel_readings": [
        {
          "route": "en/chapter-16/05-classical-mechanics",
          "lang": "en",
          "source_category": "original_transcription",
          "basis": "registered-book-edition-section-language-context; not-concept-equivalence"
        }
      ],
      "id": "occ-c71b2dc81b0ad4ac4caf5c93"
    },
    {
      "concept_id": "urn:uuid:1b151f83-697f-43f4-b6a1-aa3dfd976f64",
      "book_id": "szekeres",
      "edition_id": "source-snapshot-bc3404156f6e",
      "lang": "en",
      "route": "en/chapter-16/05-classical-mechanics",
      "anchor": "first-8d838ffb5d6b1f86836a-en",
      "chapter": "16",
      "section": "16.5",
      "offset": 2041,
      "range": [
        9350,
        9588
      ],
      "source_revision": "6ba31cc0cea910b2bb1780c9e846e4e265229202d450afd615e6b7053ad533bb",
      "source_category": "original_transcription",
      "review_status": "unreviewed",
      "role": "occurrence",
      "role_basis": {
        "kind": "explicit-source-uuid-marker"
      },
      "label": "Lagrangian function",
      "context": {
        "range": [
          9299,
          9923
        ],
        "quote": "A function $L : T M \\to \\mathbb { R }$ is called a <u class=\"concept-term\" data-concept-identity=\"urn:uuid:1b151f83-697f-43f4-b6a1-aa3dfd976f64\" data-concept-route=\"/concept-identities#concept-1b151f83-697f-43f4-b6a1-aa3dfd976f64\" id=\"first-8d838ffb5d6b1f86836a-en\">Lagrangian function</u>, and for any parametrized curve $\\gamma : [ t _ { 0 } , t _ { 1 } ] \\to M$ we define the corresponding <u class=\"concept-term\" data-concept-identity=\"urn:uuid:ff25d777-490f-4ae6-b7f9-2071832df195\" data-concept-route=\"/concept-identities#concept-ff25d777-490f-4ae6-b7f9-2071832df195\" id=\"first-bee57b2516883280ed58-en\">action</u> to be",
        "quote_sha256": "28b8de35db07185a100cd9876e13b8cca9880f2d86398e8e8a623d43095894c3",
        "environment": null,
        "excerpt_omitted": false
      },
      "parallel_readings": [
        {
          "route": "zh/chapter-16/05-classical-mechanics",
          "lang": "zh-CN",
          "source_category": "translation",
          "basis": "registered-book-edition-section-language-context; not-concept-equivalence"
        }
      ],
      "id": "occ-e600cdca90722e0efac51220"
    }
  ],
  "registered_positions": [
    {
      "route": "en/chapter-16/05-classical-mechanics",
      "lang": "en",
      "section": "16.5",
      "signal": "term-mark",
      "label": "Lagrangian function",
      "english": "Lagrangian function",
      "offset": 2041
    },
    {
      "route": "zh/chapter-16/05-classical-mechanics",
      "lang": "zh-CN",
      "section": "16.5",
      "signal": "term-mark",
      "label": "拉格朗日函数",
      "english": "Lagrangian function",
      "offset": 1245
    }
  ],
  "statements": [],
  "resolved_references": [],
  "reading_order": [
    "occ-c71b2dc81b0ad4ac4caf5c93",
    "occ-e600cdca90722e0efac51220"
  ],
  "recorded_dependencies": [],
  "reading_paths": [],
  "coverage": {
    "registered_positions": 2,
    "located_occurrences": 2,
    "whole_book_search_complete": false,
    "registered_positions_truncated": false,
    "independent_human_review_implied": false
  },
  "unresolved": [],
  "base_revision": "4b44ae1bf9b97709ed6fd377638596ded9c4667dc7b8f6dd7cabc90da7d10dc4",
  "optional_enrichments": []
}