Dear All,

May be we should relax the definition of E54 to either representing the approximation of a true quantity of a thing or phenomenon provided by a measurement, with all reservations to which degree the measurement measures what it is supposed to do, or a derived quantity computed indirectly from observation data comparable to reality, or a quantity produced by simulation of reality-like situations.

If we take for instance measuring the weight or length of an object, we know that it changes continuously, regardless whether within negligible margins or not. The indeterminacy/precision intervals given are those of the measurement and not those of the property itself. In that sense, we may abandon that the Dimension is the true quantity of the thing, but rather true measured.

In case of physical constants, such as the proton diameter (see recent literature), which is not property of a particular but may quite well be, we may talk about medium values from multiple measurements.

We can continue to include counting letters in a text, once this is based on comparing physical copies. A monetary amount is still a more tricky thing theoretically. It could be turned into paper money, but in case of bitcoins etc., it may never be. As a measure to compare social obligations, it pertains to a reality.

In case the value is a complex structure, the "unit" can describe the structure and elementary units of subfields.

A dataset may be composed of Dimensions, or be a Dimension as a whole.

I am in favor of taking a digital image or the results of a gene activation measurement array as a Dimension.

Comments?

Best,

martin



     E54 Dimension

Subclass of:E1 <#_E1_CRM_Entity> CRM Entity

Scope note:This class comprises quantifiable properties that can be measured by some calibrated means and can be approximated by values, i.e. points or regions in a mathematical or conceptual space, such as natural or real numbers, RGB values etc.

An instance of E54 Dimension represents the true quantity, independent from its numerical approximation, e.g. in inches or in cm. The properties of the class E54 Dimension allow for expressing the numerical approximation of the values of an instance of E54 Dimension. If the true values belong to a non-discrete space, such as spatial distances, it is recommended to record them as approximations by intervals or regions of indeterminacy enclosing the assumed true values. For instance, a length of 5 cm may be recorded as 4.5-5.5 cm, according to the precision of the respective observation. Note, that interoperability of values described in different units depends critically on the representation as value regions.

Numerical approximations in archaic instances of E58 Measurement Unit used in historical records should be preserved. Equivalents corresponding to current knowledge should be recorded as additional instances of E54 Dimension as appropriate.

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