Definition Type: Element
Name: multipleExercise
Namespace: http://www.fpml.org/2003/FpML-4-0
Type: nsA:MultipleExercise
Containing Schema: fpml-shared-4-0.xsd
MinOccurs 0
MaxOccurs (1)
Abstract
Documentation:
As defined in the 2000 ISDA Definitions, Section 12.4. Multiple Exercise, the buyer of the option has the right to exercise all or less than all the unexercised notional amount of the underlying swap on one or more days in the exercise period, but on any such day may not exercise less than the minimum notional amount or more that the maximum notional amount, and if an integral multiple amount is specified, the notional amount exercised must be equal to, or be an intergral multiple of, the integral multiple amount.
Collapse XSD Schema Diagram:
Drilldown into maximumNotionalAmount in schema fpml-shared-4-0_xsd Drilldown into minimumNotionalAmount in schema fpml-shared-4-0_xsd Drilldown into integralMultipleAmount in schema fpml-shared-4-0_xsd Drilldown into notionalReference in schema fpml-shared-4-0_xsd Drilldown into PartialExercise in schema fpml-shared-4-0_xsd Drilldown into MultipleExercise in schema fpml-shared-4-0_xsdXSD Diagram of multipleExercise in schema fpml-shared-4-0_xsd (Financial products Markup Language (FpML®))
Collapse XSD Schema Code:
<xsd:element name="multipleExercise" type="MultipleExercise" minOccurs="0">
    <xsd:annotation>
        <xsd:documentation xml:lang="en">As defined in the 2000 ISDA Definitions, Section 12.4. Multiple Exercise, the buyer of the option has the right to exercise all or less than all the unexercised notional amount of the underlying swap on one or more days in the exercise period, but on any such day may not exercise less than the minimum notional amount or more that the maximum notional amount, and if an integral multiple amount is specified, the notional amount exercised must be equal to, or be an intergral multiple of, the integral multiple amount.</xsd:documentation>
    </xsd:annotation>
</xsd:element>
Collapse Child Elements:
Name Type Min Occurs Max Occurs
notionalReference nsA:notionalReference (1) unbounded
integralMultipleAmount nsA:integralMultipleAmount 0 (1)
minimumNotionalAmount nsA:minimumNotionalAmount (1) (1)
maximumNotionalAmount nsA:maximumNotionalAmount 0 (1)
Collapse Derivation Tree: