Khajanchi2019 - Stability Analysis of a Mathematical Model forGlioma-Immune Interaction under OptimalTherapy Lab

{
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        "description": "Initial Unresolved Immune Observable 1. Sets the initial value of bundled SBML species `u`."
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        "maps_to": "immunology_sbml_khajanchi2019_stability_analysis_of_a_mathematic_biomd0000000891_model.initial_unresolved_immune_observable_2",
        "description": "Initial Unresolved Immune Observable 2. Sets the initial value of bundled SBML species `v`."
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        "description": "Initial Unresolved Immune Observable 3. Sets the initial value of bundled SBML species `w`."
      }
    ],
    "outputs": [
      {
        "name": "unresolved_immune_observable_1",
        "maps_to": "immunology_sbml_khajanchi2019_stability_analysis_of_a_mathematic_biomd0000000891_model.unresolved_immune_observable_1"
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  },
  "title": "Khajanchi2019 - Stability Analysis of a Mathematical Model forGlioma-Immune Interaction under OptimalTherapy Lab",
  "models": [
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      "alias": "immunology_sbml_khajanchi2019_stability_analysis_of_a_mathematic_biomd0000000891_model"
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      "alias": "visualisation"
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  "package": "khajanchi2019-stability-analysis-of-a-mathematical-mode-48c48d55",
  "runtime": {
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  "version": "1.0.0",
  "description": "Stability Analysis of a Mathematical Model for Glioma-Immune Interaction under Optimal TherapySubhas KhajanchiAbstractWe investigate a mathematical model using a system of coupled ordinary differentia. It can be used to explore immune response dynamics and compare pathway-level behavior across conditions.",
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}