OpenMath Signatures

Type System: sts
Content Dictionary: linalg5
CD Signature File: linalg5.sts

official

                Written by W. Naylor 2000-03-14

diagonal_matrix

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMA>
      <OMS name="nary" cd="sts"/>
      <OMS name="Object" cd="sts"/>
    </OMA>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( ( Object ^* ) >> Matrix )

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identity

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMS name="N" cd="setname1"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( N >> Matrix )

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zero

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMS name="N" cd="setname1"/>
    <OMS name="N" cd="setname1"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( N N >> Matrix )

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scalar

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMS name="N" cd="setname1"/>
    <OMS name="NumericalValue" cd="sts"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( N NumericalValue >> Matrix )

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constant

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMS name="N" cd="setname1"/>
    <OMS name="NumericalValue" cd="sts"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( N NumericalValue >> Matrix )

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banded

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMV name="VectorOfVector"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( VectorOfVector >> Matrix )

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symmetric

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMV name="VectorOfVector"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( VectorOfVector >> Matrix )

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skew-symmetric

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMV name="VectorOfVector"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( VectorOfVector >> Matrix )

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hermitian

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMV name="VectorOfVector"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( VectorOfVector >> Matrix )

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anti-hermitian

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMV name="VectorOfVector"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( VectorOfVector >> Matrix )

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upper-triangular

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMV name="VectorOfVector"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( VectorOfVector >> Matrix )

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lower-triangular

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMV name="VectorOfVector"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( VectorOfVector >> Matrix )

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upper-Hessenberg

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMV name="VectorOfVector"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( VectorOfVector >> Matrix )

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lower-Hessenberg

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMV name="VectorOfVector"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( VectorOfVector >> Matrix )

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tridiagonal

<OMOBJ xmlns="http://www.openmath.org/OpenMath"> 
  <OMA>
    <OMS name="mapsto" cd="sts"/>
    <OMV name="VectorOfVector"/>
    <OMV name="Matrix"/>
  </OMA>
</OMOBJ>

( VectorOfVector >> Matrix )

Content Dictionary Entry.

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