Dear All,
These are the examples of E28 Conceptual Object with my explanations:
§ Beethoven’s “Ode an die Freude” (Ode to Joy) (E73)
§ the definition of “ontology” in the Oxford English Dictionary (E73)
§ the knowledge about the victory at Marathon carried by the famous
runner (E89)
explanation: In the following examples we illustrate the
distinction between a propositional object, its names and its encoded
forms. The Maxwell equations are a good example, because they belong to
the fundamental laws of physics and their mathematical content yields
identical, unambiguous results regardless formulation and encoding.
§ ‘Maxwell equations’ [preferred subject access point from LCSH, (E41)
http://lccn.loc.gov/sh85082387, as of 19 November 2012]
explanation: This is only the name for the Maxwell equations as
standardized by the Library of Congress
§ ‘Equations, Maxwell’ [variant subject access point, from the same
source] (E41)
explanation: This is another name for the equation standardized by
the Library of Congress
§ Maxwell's equations (E89)
explanation: This is the semantic content of the equations i.e.
the equations proper, regardless notation.
§ The encoding of Maxwells equations as in
https://upload.wikimedia.org/wikipedia/commons/thumb/c/c4/Maxwell'sEquations.svg/500px-Maxwell'sEquations.svg.png
(E73)
explanation: This one possible encoded form of the content of the
equations i.e. symbolic and propositional.
On 12/24/2017 7:40 PM, Bekiari Xrysoula wrote:
Martin
I would like to remind you the homework about issue 346.
==================================================
The examples of conceptual object are accepted. The sig decided that
it should be an explanation note on the examples from Martin. The
issue stays open until the explanation note will be written. Steve
should check.
======================================================
For the details see http://www.cidoc-crm.org/Issue/ID-346-e28-examples
best wishes
Chryssoula
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