Tracking the Dynamics of Kinship and Social Category Terms with Austkin II Patrick Mcconvell, Laurent Dousset
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Tracking the Dynamics of Kinship and Social Category Terms with AustKin II Patrick Mcconvell, Laurent Dousset To cite this version: Patrick Mcconvell, Laurent Dousset. Tracking the Dynamics of Kinship and Social Category Terms with AustKin II. 3th Conference of the European Chapter of the Association for Computational Linguistics (EACL2012), Apr 2012, Avignon, France. pp.98-107. halshs-00694832 HAL Id: halshs-00694832 https://halshs.archives-ouvertes.fr/halshs-00694832 Submitted on 13 Jun 2014 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. Tracking the dynamics of kinship and social category terms with AustKin II Patrick McConvell Laurent Dousset Australian National University CREDO – EHESS – AMU Canberra 3 place Victor Hugo Australia F-13003 Marseille [email protected] [email protected] of over 22 000 words that belong to the domain Abstract of kinship. Designing a database and an interface to such a The first AustKin project (AustKin I) collected a large database of kinship terms database has revealed itself to be a complex from Aboriginal languages all over Australia, matter since the number and diversity of endeavouring to maintain standards of variables that need to be taken into account are spelling, kin formulae and group identities, considerable. In summary, the following had to without losing the details of original sources be taken into account: used. An online geospatial interface has been used to map distributions of forms of terms A – Systemic variables and their polysemies or equations. The 1) Kinship terminologies are not just words, but patterns of the latter provide identification of also relationships; and in particular they are kinship systems as defined in ethnology. The related among each other. project proposed and tested hypotheses about the evolution of such systems in Australia 2) A kinship terminology constitutes a system; based on knowledge of the common but not all kinship terminologies belong to the polysemies and related changes. The next same type of system. stage, AustKin II, builds on hypotheses from 3) Kinship terminologies change and they need the current authors and others, testing these to be placed against their chronological and further by adding two more components to historical background. the database: the marriage rules and the social categories used by each group. Of the latter, B – Sporadic variables section and subsection systems are unique to 1) Kinship terminologies are recorded by Australia. The aim is to gauge how these humans, and often by non-linguists; they include different systems fit together and propose how they evolved over time and how they errors. influenced each other. 2) Kinship terminologies are seldom complete, and need to be completed when possible through 1.The AustKin project other sources. 3) Original Informants may not always have been 1.1The design of the AustKin database. local speakers. The AustKin database documents words in the Arriving at, or at least proposing, potential domain of kinship terminologies for 316 solutions to the B-type variables was not as Australian languages or dialects (which could be difficult as it may appear. The solution chosen grouped into about 200 languages, depending on was to keep each kin term in its original form as criteria used). The 3i6 languages/dialects have an it appears in the original source, while working average of approximately two different wordlists with rewritten words (for instance those in an each. from different ethnographic or historical orthography standard for the whole database) sources for each language or dialect, with a total linked to the original source, so as to be able to retrace every step of transformation and analysis 98 Proceedings of the EACL 2012 Joint Workshop of LINGVIS & UNCLH, pages 98–107, Avignon, France, April 23 - 24 2012. c 2012 Association for Computational Linguistics undertaken for each kinship term and system. for grandchildren require this distinction of The standard orthography used for comparison is gender of propositus to be made. For instance the based on common ground between practical reciprocal of MM is fDS or fDD, whereas the orthographies in use, and can be entered on a reciprocal of MF is mDS or mDD. normal keyboard, rather than for instance the ‘Cross’ in the term ‘cross-cousin’ means that Interenational Phonetic Alphabet. there is difference in gender between the first We have also chosen to record as many as two kin links in the kintype e.g. beween ‘mother’ possible sets for each language and to investigate and ‘brother’ in MBD and ‘father’ and ‘sister’ in these in parallel. And further, the individual FZD. The obverse is ‘parallel’, where the gender researchers had the opportunity to create a of the two links is the same, as in the parallel “canonical” set out of these various and often cousins MZD and FBD. In many kinship partial word lists for analytical purposes. systems around the world, including in Australia, Here again, it was important to be able to trace this is a fundamental distinction: for instance steps and modifications. Therefore, each such ‘cross-cousins’ can frequently marry, whereas canonical set is attributed to a participant of the parallel cousins are classed as siblings, and team, and each participant of the team can create cannot marry. ‘Cross’ and ‘parallel’ are also used his or her own canonical set, or create other types for other relations e.g. MF is a cross-grandparent of sets of words based on typologies or and MM is a parallel grandparent. groupings the researcher is interested in. The way of coding by letters concatenated into strings representing kintypes allows for the 1.2 Standardisation of kinterm meanings search and establishment of equivalences (also known as ‘equations’ or ‘polysemies’). For Kinship terms can generally be described using example, if after searching for equivalences, the the following elementary idiom, which is in one words for MBD and FZD are found to be form or another applied in anthropology and identical in some languages, then we can assume linguistics, but which we have to some degree that cross-cousins are not distinguished adapted to our needs. according to father’s or mother’s line. Such conclusions have important consequences for the Females: identification, for example, of so-called skewed M = Mother (one generation above, direct line) systems). In such systems, the equivalences are Z = Sister (same generation, identical link to M between vertically adjacent generations, for or F) instance an MBD can be called M in an Omaha D = Daughter (one generation below, direct line) system, which identifies relatives linked W = Wife (same generation, alliance, reciprocal vertically in the male line. of H) Males: 1.3 Kinterm polysemies and kinship F = Father (one generation above, direct line) systems B = Brother (same gen., identical link to M or F) A well-used search function in the AustKin S = Son (one generation below, direct line) database is the polysemy search. This finds H =Husband (same generation, alliance, languages in which specific kin types are united reciprocal of W) in one kin term. So to take the examples already mentioned, we can use this function to find Additionally, since this element is in some cases languages in which MBD=FZD, or MBD=M. structurally significant, the following two codes These instances of polysemy can then be mapped are used to indicate relative age difference: on-line using the geo-spatial interface of e = elder AustKin. The actual forms of these terms can y = younger also be mapped using another search function and overlays of language families and subgroups Also, for some terms, the gender of the used to get a preliminary idea of whether the propositus needs to be detailed: f=female; m = forms and the polysemies are correlated with male. The ‘propositus’ refers to e.g. ‘John’ in linguistic groupings. ‘John’s father’. Thus, for example, a man’s patrilateral female cross-cousin is a father’s sister’s daughter and is coded as mFZD. Terms 99 These polysemies are the prime features which generation, whereas elsewhere in the world this identify what we know as ‘kinship systems’. may not be the case. MBD=FZD, for instance, is a symmetrical system of cross-cousin terminology and, as Kariera is only one of the systems in Australia. discussed in the section on AustKin II, tends to Others include the ‘Aranda’ system in which be associated with symmetrical cross-cousin marriage. On the other hand, if MBD ≉ FZD (the MM≠FFZ≠FM≠MFZ; FF≠MMB≠MF≠FMB terms for the kin types are different) then this an asymmetrical system, associated with in other words, twice the number of distinctive asymmetrical marriage in many cases. terms. Other kinds of systems are those with MBD =M is a feature of an Omaha skewing asymmetrical cross-cousin terms (eg system. Even in the case of skewing, it is often FZD≠MBD) and asymmetrical grandparent the case that there is variability between the use terms, which form a kind of half-way house of separate or the same term depending on social between Kariera and Aranda, for instance and discourse contexts, remarked also for other types of systems in Australia (Dousset, 2002, MM≠FFZ≠FM=MFZ; FF≠MMB≠MF=FMB 2003) as well as elsewhere in the world by Kronenfeld (2009). The database allows coding One system which neutralises the cross-parallel of such contexts of variation.