Definition Type: Element
Name: equityAmount
Namespace: http://www.fpml.org/2004/FpML-4-1
Type: nsA:EquityAmount
Containing Schema: fpml-eqs-4-1.xsd
MinOccurs (1)
MaxOccurs (1)
Abstract
Documentation:
Specifies, in relation to each Equity Payment Date, the amount to which the Equity Payment Date relates. Unless otherwise specified, this term has the meaning defined in the ISDA 2002 Equity Derivatives Definitions.
Collapse XSD Schema Diagram:
Drilldown into additionalDividends in schema fpml-eqs-4-1_xsd Drilldown into optionsExchangeDividends in schema fpml-eqs-4-1_xsd Drilldown into cashSettlement in schema fpml-eqs-4-1_xsd Drilldown into calculationDates in schema fpml-eqs-4-1_xsd Drilldown into variance in schema fpml-eqs-4-1_xsd Drilldown into encodedDescription in schema fpml-eqs-4-1_xsd Drilldown into formula in schema fpml-eqs-4-1_xsd Drilldown into referenceAmount in schema fpml-eqs-4-1_xsd Drilldown into paymentCurrency in schema fpml-eqs-4-1_xsd Drilldown into LegAmount in schema fpml-eqs-4-1_xsd Drilldown into EquityAmount in schema fpml-eqs-4-1_xsdXSD Diagram of equityAmount in schema fpml-eqs-4-1_xsd (Financial products Markup Language (FpML®))
Collapse XSD Schema Code:
<xsd:element name="equityAmount" type="EquityAmount">
    <xsd:annotation>
        <xsd:documentation xml:lang="en">Specifies, in relation to each Equity Payment Date, the amount to which the Equity Payment Date relates. Unless otherwise specified, this term has the meaning defined in the ISDA 2002 Equity Derivatives Definitions.</xsd:documentation>
    </xsd:annotation>
</xsd:element>
Collapse Child Elements:
Name Type Min Occurs Max Occurs
paymentCurrency nsA:paymentCurrency 0 (1)
referenceAmount nsA:referenceAmount (1) (1)
formula nsA:formula (1) (1)
encodedDescription nsA:encodedDescription (1) (1)
variance nsA:variance (1) (1)
calculationDates nsA:calculationDates 0 (1)
cashSettlement nsA:cashSettlement (1) (1)
optionsExchangeDividends nsA:optionsExchangeDividends 0 (1)
additionalDividends nsA:additionalDividends 0 (1)
Collapse Derivation Tree: