Submissions:Lexico Syntactic ODPs corresponding to Defined Classes and SubclassOf relation ODPs
From Odp
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Description
| Name | Lexico Syntactic ODPs corresponding to Defined Classes and SubclassOf relation ODPs |
|---|---|
| Language | English |
| Also known as | LSP-DC-SC-EN |
| Intent | Recurrent expressions in English that define a class by stating the relation between the class and the (super)class it belongs to, and making explicit the feature or property that makes the class different from the superclass. |
| Solution description | The set of Lexico-Syntactic ODPs included here have a direct correspondence to the Logical ODPs for modelling "Defined Clases" and the "SubclassOf relation", described in the Technical report D5.1.1, NeOn project Deliverable (see Web Reference below). |
| Description of the correspondence relation between the LSPs and the ODPs | one LSP to the combination of several ODPs |
| Related ODP(s) | |
| Web reference | |
| Author(s) | Elena Montiel-Ponsoda, Guadalupe Aguado de Cea, Mari Carmen Suárez-Figueroa, Asunción Gómez-Pérez |
| Submitted by | ElenaMontiel-Ponsoda |
Cases
The Lexico Syntactic ODPs corresponding to Defined Classes and SubclassOf relation ODPs Lexico-Syntactic ODP includes the following cases (see also abbreviations and symbols used in LSP Formalization):
NL Formulation
- A device is any machine or component that attaches to a computer.
- Non-narcotic analgesics are drugs that have principally analgesic, antipyretic, and anti-inflammatory actions.
LSP Formalization
[A/any] NP<subclass> be [a/any] NP<superclass> REPRO VB [(NP<class>,)* and] NP<class>
Reusable JAPE code: SC_De_1.jape
1 page
NL Formulation
- A vegetarian pizza is a pizza without fish or meat.
LSP Formalization
[A/any] NP<subclass> be [a/any] NP<superclass> PREP [(NP<class>,)* and/or NP<class
Reusable JAPE code: SC_De_2.jape
2 page
NL Formulation
- A workflow that contains at least one business task is a business plan.
LSP Formalization
[A/any] NP<subclass> REPRO VB [(NP<class>,)* and/or NP<class> be [a] NP<superclass>
Reusable JAPE code: SC_De_3.jape
3 page
NL Formulation
- Animal with backbones are called vertebrates.
LSP Formalization
[A/any] NP<subclass> PREP [(NP<class>,)* and] NP<class> be VB [a] NP<superclass>
Reusable JAPE code: SC_De_4.jape
4 page
Additional information
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Modeling issues
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References
- NeOn Deliverable D5.1.1: NeOn modelling components Documentation | reference page
