OpenMath Signatures


Type System: sts
Content Dictionary: relation1
CD Signature File: relation1.sts
CD Signature as XML Encoded OpenMath: relation1.omsts



Date:  1999-04-13
Author: David Carlisle


eq

<OMOBJ>
 <OMA>
   <OMS name="mapsto" cd="sts"/>
    <OMS name="Object" cd="sts"/>
    <OMS name="Object" cd="sts"/>
    <OMS cd="setname2" name="Boolean"/>
 </OMA>
</OMOBJ>
( Object Object >> Boolean )

Content Dictionary Entry.


[Next: lt] [Last: approx] [Top]


lt

<OMOBJ>
 <OMA>
   <OMS name="mapsto" cd="sts"/>
    <OMV name="OrderedSet"/>
    <OMV name="OrderedSet"/>
    <OMS cd="setname2" name="Boolean"/>
 </OMA>
</OMOBJ>
( OrderedSet OrderedSet >> Boolean )

Content Dictionary Entry.


[Next: gt] [Previous: eq] [Top]


gt

<OMOBJ>
 <OMA>
   <OMS name="mapsto" cd="sts"/>
    <OMV name="OrderedSet"/>
    <OMV name="OrderedSet"/>
    <OMS cd="setname2" name="Boolean"/>
 </OMA>
</OMOBJ>
( OrderedSet OrderedSet >> Boolean )

Content Dictionary Entry.


[Next: neq] [Previous: lt] [Top]


neq

<OMOBJ>
 <OMA>
   <OMS name="mapsto" cd="sts"/>
    <OMS name="Object" cd="sts"/>
    <OMS name="Object" cd="sts"/>
    <OMS cd="setname2" name="Boolean"/>
 </OMA>
</OMOBJ>
( Object Object >> Boolean )

Content Dictionary Entry.


[Next: leq] [Previous: gt] [Top]


leq

<OMOBJ>
 <OMA>
   <OMS name="mapsto" cd="sts"/>
    <OMV name="OrderedSet"/>
    <OMV name="OrderedSet"/>
    <OMS cd="setname2" name="Boolean"/>
 </OMA>
</OMOBJ>
( OrderedSet OrderedSet >> Boolean )

Content Dictionary Entry.


[Next: geq] [Previous: neq] [Top]


geq

<OMOBJ>
 <OMA>
   <OMS name="mapsto" cd="sts"/>
    <OMV name="OrderedSet"/>
    <OMV name="OrderedSet"/>
    <OMS cd="setname2" name="Boolean"/>
 </OMA>
</OMOBJ>
( OrderedSet OrderedSet >> Boolean )

Content Dictionary Entry.


[Next: approx] [Previous: leq] [Top]


approx

<OMOBJ>
 <OMA>
   <OMS name="mapsto" cd="sts"/>
    <OMS name="NumericalValue" cd="sts"/>
    <OMS name="NumericalValue" cd="sts"/>
    <OMS cd="setname2" name="Boolean"/>
 </OMA>
</OMOBJ>
( NumericalValue NumericalValue >> Boolean )

Content Dictionary Entry.


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