Right modules - Category Framework

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# Right modules

class sage.categories.right_modules.RightModules(base, name=None)

  Bases: `Category_over_base_ring`

  The category of right modules right modules over an rng (ring not necessarily with unit), i.e. an abelian group with right multiplication by elements of the rng

  EXAMPLES:

  Sage

      sage: RightModules(QQ)
      Category of right modules over Rational Field
      sage: RightModules(QQ).super_categories()
      [Category of commutative additive groups]

  Python

      >>> from sage.all import *
      >>> RightModules(QQ)
      Category of right modules over Rational Field
      >>> RightModules(QQ).super_categories()
      [Category of commutative additive groups]

  class ElementMethods

    Bases: `object`

  class ParentMethods

    Bases: `object`

  super_categories()

    EXAMPLES:

    Sage

        sage: RightModules(QQ).super_categories()
        [Category of commutative additive groups]

    Python

        >>> from sage.all import *
        >>> RightModules(QQ).super_categories()
        [Category of commutative additive groups]