5.2 MIM EXPRESS short listing

This clause specifies the EXPRESS schema derived from the mapping table. It uses elements from the common resources or from other application modules and defines the EXPRESS constructs that are specific to this part of ISO 10303.

This clause constitutes the Module Interpreted Module (MIM) of the application module.

This clause also specifies the modifications that apply to the constructs imported from the common resources.

The following restrictions apply to the use, in this schema, of constructs defined in common resources or in application modules:

• use of a supertype entity does not make applicable any of its specializations, unless the specialization is also imported in the MIM schema;
• use of a SELECT type does not make applicable any of its listed types unless the listed type is also imported in the MIM schema.

Short names of entities defined in this schema are described in Annex A. Unambiguous identification of this schema is defined in Annex B.

USE FROM Maths_value_mim;    --  ISO/TS 10303-1092



USE FROM mathematical_functions_schema    --  ISO 10303-50
  (elementary_space,
   finite_integer_interval,
   finite_real_interval,
   finite_space,
   integer_interval_from_min,
   integer_interval_to_max,
   listed_product_space,
   maths_space,
   product_space,
   real_interval_from_min,
   real_interval_to_max,
   tuple_space,
   uniform_product_space);
(*



NOTE 1   The schemas referenced above are specified in the following part of ISO 10303:

Maths_value_mim	ISO/TS 10303-1092
mathematical_functions_schema	ISO 10303-50

NOTE 2   See Annex D, Figure D.1 for a graphical representation of this schema.

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