Informējam, ka Sistēma pielāgota darbam ar interneta pārlūkprogrammu Internet Explorer (8. un jaunākām versijām) un Mozilla Firefox (3.6 un jaunākām versijām).
Izmantojot citu interneta pārlūkprogrammu, brīdinām, ka Sistēmas funkcionalitāte var tikt traucēta.
<p>ISO/TS 10303-1091:2019 specifies the application module for
Maths space.
</p>
<p>
The following are within the scope of
ISO/TS 10303-1091:2019:
</p>
<ul>
<li>
<p>the definition of a mathematical space that is a real or integer interval;</p>
<p><small><a>NOTE 1</a>
This capability is defined completely in ISO 10303-50. This part of
ISO 10303 merely references the capability and does not add any additional
semantics.</small></p>
</li>
<li>
<p>the definition of a finite mathematical space by enumerating its
members.
</p>
<p><small><a>NOTE 2</a>
This capability is defined completely in ISO 10303-50. This part of
ISO 10303 merely references the capability and does not add any additional
semantics.</small></p>
</li>
</ul>
Reģistrācijas numurs (WIID)
79373
Darbības sfēra
<p>ISO/TS 10303-1091:2019 specifies the application module for
Maths space.
</p>
<p>
The following are within the scope of
ISO/TS 10303-1091:2019:
</p>
<ul>
<li>
<p>the definition of a mathematical space that is a real or integer interval;</p>
<p><small><a>NOTE 1</a>
This capability is defined completely in ISO 10303-50. This part of
ISO 10303 merely references the capability and does not add any additional
semantics.</small></p>
</li>
<li>
<p>the definition of a finite mathematical space by enumerating its
members.
</p>
<p><small><a>NOTE 2</a>
This capability is defined completely in ISO 10303-50. This part of
ISO 10303 merely references the capability and does not add any additional
semantics.</small></p>
</li>
</ul>
