The works of EM Uhlenbeck (1913-2003): an annotated bibliography

Eugenius Marius Uhlenbeck – Bob as he was known to his friends – was a multifacited (or many-sided) and multi-talented person. He was an accomplished scholar in the fields of Javanese language and literature and in general linguistics holding the hairs in these disciplines at Leiden University from 1950-1983 and 1958-1979 respectively. In the Netherlands and abroad he was widely acclaimed as an elder ‘statesman’. His publications reflect his rare combination of talents. I will limit myself here to brief comments about his publications on linguistics, both general and Javanese linguistics

Theoretical issues in the interpretation of Cappadocian, a not-so-dead Greek contact language

Cappadocian is a mixed Greek-Turkish dialect continuum spoken in the Turkish Central Anatolia Region until the population exchange between Greece and Turkey in the 1920s. Only a few Cappadocian dialects are still spoken in present-day Greece. Since the publication of Thomason and Kaufman’s Language Contact, Creolization, and Genetic Linguistics in 1988, Cappadocian has attracted the attention of historical and contact linguists, because of its unique mixed character. In this paper, I will discuss a number of theoretical issues in the interpretation of the linguistic structure of Cappadocian, focusing on the following topics: (1) the status of loan phonemes and loan morphemes in contact languages, (2) the distinction between code switching and code mixing in relation to Poplack’s Free Morpheme Constraint, (3) the schizoid typology of contact languages

Cappadocian in the social media era

Until very recently, Cappadocian Greek seemed to have disappeared without a trace. Linguists and dialectologists even believed it had become extinct altogether. However, one Cappadocian variety, Mišótika, is still spoken in some villages and towns in the decentralized administrations of Macedonia and Thrace, Epirus and Western Macedonia, and Thessaly and Central Greece. The dialect is undergoing attrition under the growing pressure of Standard Modern Greek and its regional varieties and is actually being re-Hellenized. Even the oldest speakers make free use of Greek instead of Misiótika words and expressions and attrition is noticeable in at the phonological, morphological and syntactic levels. As a result, there are now many semi- or even would-be speakers whose speech is located somewhere on a continuum from Mišótika with Standard or Regional Modern Greek elements in it to Standard or Regional Modern Greek with Mišótika elements in it - in both cases mostly words and phrases. Over the past ten years, we have witnessed a growing interest in Mišótika as a marker of (Mišótika) Cappadocian identity. Speakers feel more confident to speak their language in public, for instance at the annual Gavoustima, where theatrical plays in Mišótika are now regularly performed by the syllogos of Néo Agionéri (to the amusement and also to bewilderment of the audience). Remarkably and very fortunately, Mišótika is now also used in the Social Media. I will concentrate here on Facebook, especially on the page called Έναρξη Διδασκαλίας Εκµάθησης Μυστιώτικου Ιδιώµατος ( group 470281169768316 on FB). The title is identical with the subtitle of Thomas Fates’ book Χ͜ιογός α ας χαρίσ̌’, which is some sort of “Teach Yourself Mišótika” and in which, interestingly, a special orthography for Mišótika has been developed. I will discuss the kind of information found on the FB page: questions, questionnaires, explanations of words and short phrases, folktales and other short stories, audio & video clips etc. Particular attention will be paid to the problems of using the Greek alphabet to write Mišótika in relation to the ongoing phonological attrition and also to the insecurity when it comes to interpretation linguistic phenomena in Mišótika

BFACF-style algorithms for polygons in the body-centered and face-centered cubic lattices

In this paper the elementary moves of the BFACF-algorithm for lattice polygons are generalised to elementary moves of BFACF-style algorithms for lattice polygons in the body-centred (BCC) and face-centred (FCC) cubic lattices. We prove that the ergodicity classes of these new elementary moves coincide with the knot types of unrooted polygons in the BCC and FCC lattices and so expand a similar result for the cubic lattice. Implementations of these algorithms for knotted polygons using the GAS algorithm produce estimates of the minimal length of knotted polygons in the BCC and FCC lattices

The Parker Magnetostatic Theorem

We demonstrate the Parker Magnetostatic Theorem in terms of a small neighborhood in solution space containing continuous force-free magnetic fields in small deviations from the uniform field. These fields are embedded in a perfectly conducting fluid bounded by a pair of rigid plates where each field is anchored, taking the plates perpendicular to the uniform field. Those force-free fields obtainable from the uniform field by continuous magnetic footpoint displacements at the plates have field topologies that are shown to be a restricted subset of the field topologies similarly created without imposing the force-free equilibirum condition. The theorem then follows from the deduction that a continuous nonequilibrum field with a topology not in that subset must find a force-free state containing tangential discontinuities.Comment: 13 pages, no figur