Sentence examples for semantic versions from inspiring English sources

In medieval authors we find a division between "metaphysical" and "semantic" versions of the correspondence theory.

Due to the influence of Thomism, metaphysical versions of the theory are much more popular with the moderns than semantic versions.

Backward and forward compatibility is ensured as defined in the semantic versioning approach [91].

There are arguably three versions of the principle of non-contradiction to be found in Aristotle: an ontological, a doxastic and a semantic version.

But this is quickly replaced by a more precise semantic version, "A sentence is \(L\ -true if it hoL\ -truevery state-descriftitn".

Voelkel and Groza [14] showed a versioning approach, called SemVersion, which provides structural and semantic versioning for models in RDF/S and OWL.

A sophisticated semantic version of relativism about truth, known as truth-relativism, and alternatively as "new relativism", has been proposed in recent years and which attempts to deal with some of these issues (e.g., MacFarlane 2014).

Medieval authors who prefer a semantic version of the correspondence theory often use a peculiarly truncated formula to render Aristotle's definition: A (mental) sentence is true if and only if, as it signifies, so it is (sicut significat, ita est).

Changes to the interface are managed with semantic versioning which guarantees command line compatibility between releases with the same major version.

Having been through numerous internal edits, upon publication, the HIV-1_0.1.6 HIV-1_0.1.6 become the firecipell-release (version 1.0) of HIV in the semantic versioning system (laterally named as HIV-1_1.0.0) and the first official model in the database to be opened for community feedback.

Finally, Resource Description Framework (RDF) conversion of the tables have been performed using linkedISA converter (https://github.com/ISA-tools/linkedISA) for the BII-S-7 archive in order to further validate the benefits on building a semantic version of the data set.