We clicked on the class Thesis and are now on a page describing this class. By default, the editor presents the user with a fairly uncluttered view. This helps the user when just browsing around. However, to get beyond just browsing we click on the

button that enables editing commands.

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Class Thesis in ontology Documents-2

Class Thesis

Defined in Ontology: Documents-2
Source code: documents-2.lisp

Notes for Thesis:

What about theses published as technical reports?
If it is cited as a TR, it is a TR.
One can imagine adding a cross-reference field to references that points to associated documents or other references.

Slots on class Thesis:

Arity: 1
Documentation:
An official report on a bout of graduate work for which one receives a degree, published by the university. Never mind that some fields make a big deal about the difference between dissertations and theses. From the bibliographic perspective, they are both of the same family.
Exhaustive-Subclass-Partition: {Doctoral-Thesis, Masters-Thesis }
Instance-Of: Class, Relation, Set
Subclass-Of:: Document, Individual, Individual-Thing, Thing
Superclass-Of: Doctoral-Thesis, Masters-Thesis

Has-Author:: Slot-Cardinality: 1
Organization-Of:: Slot-Cardinality: 1; Slot-Value-Type: University
Publication-Date-Of:: Slot-Cardinality: 1
Title-Of:: Slot-Cardinality: 1

Implication Axioms for Thesis:

(=> (Thesis ?X)
    (And (Value-Cardinality ?X Has-Author 1)
         (Value-Cardinality ?X Title-Of 1)
         (Value-Cardinality ?X Publication-Date-Of 1)
         (Value-Cardinality ?X Organization-Of 1)
         (Value-Type ?X Organization-Of University)))

Other Related Axioms for Thesis:

  (Subclass-Partition Document
                         (Setof Book
                                Periodical-Publication
                                Proceedings
                                Thesis
                                Technical-Report
                                Miscellaneous-Publication))

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Class Thesis

Notes for Thesis:

Slots on class Thesis:

Slots on instances of Thesis:

Implication Axioms for Thesis:

Other Related Axioms for Thesis: