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Monodromy vs Isomonodromic - What's the difference?

monodromy | isomonodromic |

In mathematics|lang=en terms the difference between monodromy and isomonodromic

is that monodromy is (mathematics) the globalization of local morphisms in category theory while isomonodromic is (mathematics) having the same (or constant) monodromy.

As a noun monodromy

is (mathematics) the globalization of local morphisms in category theory.

As an adjective isomonodromic is

(mathematics) having the same (or constant) monodromy.

monodromy

English

Noun

(wikipedia monodromy)
  • (mathematics) The globalization of local morphisms in category theory

    • isomonodromic

    English

    Adjective

    (Isomonodromic deformation) (-)
  • (mathematics) Having the same (or constant) monodromy