Definition Type: Element
Name: netOpenPosition
Namespace: http://www.fpml.org/FpML-5/reporting
Type: nsE:IndependentAmountType
Containing Schema: fpml-collateral-processes-5-10.xsd
MinOccurs (1)
MaxOccurs (1)
Abstract
Documentation:
A portfolio level Independent Amounts related to a Parties Net Open Position (NOP). Net Open Position means the total of the Net Long FX and the Net Options in respect of each currency where: Net Long FX for any currency shall be the net amount (if any) of that currency which the Party "A" is long as against Party "B" in respect of all FX transactions.
Collapse XSD Schema Diagram:
Drilldown into convention in schema fpml-collateral-processes-5-10_xsd Drilldown into paymentAmount in schema fpml-collateral-processes-5-10_xsd Drilldown into takerPartyReference in schema fpml-collateral-processes-5-10_xsd Drilldown into giverPartyReference in schema fpml-collateral-processes-5-10_xsd Drilldown into GiverTaker.model in schema fpml-collateral-processes-5-10_xsd Drilldown into IndependentAmountType in schema fpml-collateral-processes-5-10_xsdXSD Diagram of netOpenPosition in schema fpml-collateral-processes-5-10_xsd (Financial products Markup Language (FpML®))
Collapse XSD Schema Code:
<xsd:element name="netOpenPosition" type="IndependentAmountType">
    <xsd:annotation>
        <xsd:documentation xml:lang="en">A portfolio level Independent Amounts related to a Parties Net Open Position (NOP). Net Open Position means the total of the Net Long FX and the Net Options in respect of each currency where: Net Long FX for any currency shall be the net amount (if any) of that currency which the Party "A" is long as against Party "B" in respect of all FX transactions.</xsd:documentation>
    </xsd:annotation>
</xsd:element>
Collapse Child Elements:
Name Type Min Occurs Max Occurs
giverPartyReference nsE:giverPartyReference 0 (1)
takerPartyReference nsE:takerPartyReference 0 (1)
paymentAmount nsE:paymentAmount 0 (1)
convention nsE:convention 0 (1)
<xs:group> nsE:GiverTaker.model (1) (1)
Collapse Derivation Tree: