Result of conversion to OpenMath
Input was:
\lambda x(t)-\int_a^b k(t,s) x(s) ds=f(t)
<OMOBJ>
<OMA>
<OMS cd = "relation" name="eq"/>
<OMA>
<OMS cd = "arith" name="minus"/>
<OMA>
<OMS cd = "arith" name="times"/>
<OMA>
<OMS cd = "arith" name="times"/>
<OMV name="+A7s-"/>
<OMV name="x"/>
</OMA>
<OMATTR>
<OMATP>
<OMS cd="presentation" name="left"/>
<OMSTR>(</OMSTR>
<OMS cd="presentation" name="right"/>
<OMSTR>)</OMSTR>
</OMATP>
<OMV name="t"/>
</OMATTR>
</OMA>
<OMA>
<OMS cd="calculus" name="defint"/>
<OMA>
<OMS cd="interval" name="interval"/>
<OMV name="a"/>
<OMV name="b"/>
</OMA>
<OMBIND>
<OMS cd="fns" name="lambda"/>
<OMBVAR>
<OMV name="s"/>
</OMBVAR>
<OMA>
<OMS cd = "arith" name="times"/>
<OMA>
<OMS cd = "arith" name="times"/>
<OMA>
<OMS cd = "arith" name="times"/>
<OMV name="k"/>
<OMATTR>
<OMATP>
<OMS cd="presentation" name="left"/>
<OMSTR>(</OMSTR>
<OMS cd="presentation" name="right"/>
<OMSTR>)</OMSTR>
</OMATP>
<OMA>
<OMS cd = "la2" name="vector"/>
<OMV name="t"/>
<OMV name="s"/>
</OMA>
</OMATTR>
</OMA>
<OMV name="x"/>
</OMA>
<OMATTR>
<OMATP>
<OMS cd="presentation" name="left"/>
<OMSTR>(</OMSTR>
<OMS cd="presentation" name="right"/>
<OMSTR>)</OMSTR>
</OMATP>
<OMV name="s"/>
</OMATTR>
</OMA>
</OMBIND>
</OMA>
</OMA>
<OMA>
<OMV name="f"/>
<OMATTR>
<OMATP>
<OMS cd="presentation" name="left"/>
<OMSTR>(</OMSTR>
<OMS cd="presentation" name="right"/>
<OMSTR>)</OMSTR>
</OMATP>
<OMV name="t"/>
</OMATTR>
</OMA>
</OMA>
</OMOBJ>
Clean input form