Is Stanford Encyclopedia of Philosophy legit?

The data comes from the Stanford Encyclopedia of Philosophy, the web’s oldest and arguably most credible open-access source of philosophical information. Launched two decades ago, years before Wikipedia existed, the site led the way in academic information sharing.

Is the Stanford Encyclopedia of Philosophy a website?

It is maintained by Stanford University. Each entry is written and maintained by an expert in the field, including professors from many academic institutions worldwide….Stanford Encyclopedia of Philosophy.

Type of site Online encyclopedia of Philosophy
Launched 1995
ISSN 1095-5054
OCLC number 643092515

What is the concept of mereology?

Mereology (from the Greek μερος, ‘part’) is the theory of parthood relations: of the relations of part to whole and the relations of part to part within a whole.

Who is the intended audience of the Stanford Encyclopedia of Philosophy?

The Stanford Encyclopedia of Philosophy is intended to serve as an authoritative reference work suitable for use by professionals and students in the field of philosophy, as well as by all others interested in authoritative discussions on philosophical topics.

WHO publishes Stanford Encyclopedia of Philosophy?

“Stanford Encyclopedia of Philosophy”, by Edward N. Zalta, SPARC E-News (October/November 1999), published by The Scholarly Publishing and Academic Resources Coalition, online publication.

Is Stanford Encyclopedia of Philosophy a journal?

The Stanford Encyclopedia of Philosophy (SEP) is an edited open access work produced by a collaborative community of scholars. SEP entries (i.e., the articles contributed by SEP authors) are regularly revised—although fixed version are available from our Archives.

What is gunk in philosophy?

In mereology, an area of philosophical logic, the term gunk applies to any whole whose parts all have further proper parts. That is, a gunky object is not made of indivisible atoms or simples. Because parthood is transitive, any part of gunk is itself gunk.

How many entries are in Stanford Encyclopedia of Philosophy?

1600 entries
Brief Description. Welcome to the Stanford Encyclopedia of Philosophy (SEP), which as of March 2018, has nearly 1600 entries online. From its inception, the SEP was designed so that each entry is maintained and kept up-to-date by an expert or group of experts in the field.

Who championed the theory of Organicism?

Who championed the theory of Organicism? At the turn of the 18th-century, Immanuel Kant championed a revival of organicisitic thought by stressing, in his written works, “the inter-relatedness of the organism and its parts[,] and the circular causality” inherent to the inextricable entanglement of the greater whole.

Is mereology an alternative to set theory?

This shows that, mathematically, mereology does indeed have all the resources to stand as a robust and yet nominalistically acceptable alternative to set theory, the real source of difference being the attitude towards the nature of singletons (as already emphasized by Leśniewski 1916 and eventually clarified in Lewis 1991).

What are the best books on classical mereology?

Eschenbach, C. and Heydrich, W., 1995, ‘Classical Mereology and Restricted Domains’, International Journal of Human-Computer Studies, 43: 723–740. Evans, G., 1978, ‘Can There Be Vague Objects?’, Analysis, 38: 208. Evnine, S., 2011, ‘Constitution and Composition: Three Approaches to Their Relation’, ProtoSociology, 27: 212–235.

Where can I find sustained reflections on parts and wholes of mereology?

But there are two places where the student of medieval mereology can reliably look to find sustained reflections on parts and wholes as such, namely, treatments of division and the Topics. The main authority on division and the Topics is the Roman philosopher Boethius (c. 480–524 C.E.).

What is the significance of the axiomatic structure of mereology?

It is, nonetheless, of major significance for a full understanding of (the limits of) non-extensional mereologies. As we shall see in the next section, it is also important when it comes to the axiomatic structure of mereology, including the axiomatics of the most classical theories.