"scindage" meaning in French

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  "etymology_text": "From scinder + -age.",
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          "english": "… produced a splitting of the train into three parts and numerous damages to the vehicles. …",
          "ref": "1887, Bulletin de la Commission Internationale Du Congrès Des Chemins de Fer, volume 1, page 224:",
          "text": "[...] produisit un scindage de train en trois parties et de nombreuses avaries aux véhicules. [...]",
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          "english": "The splitting takes place most easily in certain places of the body, notably in the intestinal tract.",
          "ref": "1896, Barend Joseph Stokvis et al., Leçons de pharmacothérapie, volume 1, page 365:",
          "text": "Ce scindage s’opère le plus facilement en certains endroits déterminés du corps, notamment dans le canal intestinal.",
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        },
        {
          "english": "Such a splitting is a linear connection on L.",
          "ref": "1974, Jean-Louis Verdier, “Le théorème de Le Potier”, in Astérisque, tome 17, pages 511–548:",
          "text": "Un tel scindage est une connection linéaire sur L.",
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        {
          "english": "For a simply connected semisimple algebraic group over an algebraically closed field of positive characteristic, we have already constructed a splitting of the Frobenius endomorphism on its algebra of distributions.",
          "ref": "2020 March, Michel Gros, Kaneda Masaharu, “Un scindage du morphisme de Frobenius sur l'algèbre des distributions d'un groupe réductif”, in The Quarterly Journal of Mathematics, volume 71, number 1, pages 197–206:",
          "text": "Pour un groupe algébrique semi-simple simplement connexe sur un corps algébriquement clos de caractéristique positive, nous avons précédemment construit un scindage de l’endomorphisme de Frobenius sur son algèbre des distributions.",
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        "splitting"
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        {
          "english": "The splitting takes place most easily in certain places of the body, notably in the intestinal tract.",
          "ref": "1896, Barend Joseph Stokvis et al., Leçons de pharmacothérapie, volume 1, page 365:",
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        {
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          "ref": "2020 March, Michel Gros, Kaneda Masaharu, “Un scindage du morphisme de Frobenius sur l'algèbre des distributions d'un groupe réductif”, in The Quarterly Journal of Mathematics, volume 71, number 1, pages 197–206:",
          "text": "Pour un groupe algébrique semi-simple simplement connexe sur un corps algébriquement clos de caractéristique positive, nous avons précédemment construit un scindage de l’endomorphisme de Frobenius sur son algèbre des distributions.",
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