Kin-Based Teasing in Murriny Patha Conversation
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Undertanding Human Relations (Kinship Systems) Laurent Dousset
Undertanding Human Relations (Kinship Systems) Laurent Dousset To cite this version: Laurent Dousset. Undertanding Human Relations (Kinship Systems). N. Thieberger. The Oxford Handbook of Linguistic Fieldwork, Oxford University Press, pp.209-234, 2011. halshs-00653097 HAL Id: halshs-00653097 https://halshs.archives-ouvertes.fr/halshs-00653097 Submitted on 6 Feb 2016 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. Distributed under a Creative Commons Attribution - NonCommercial - NoDerivatives| 4.0 International License Published as: Dousset, Laurent 2011. « Undertanding Human Relations (Kinship Systems) », in N. Thieberger (ed.), The Oxford Handbook of Linguistic Fieldwork. Oxford: Oxford University Press, p. 209-234 The Oxford Handbook of Linguistic Fieldwork Edited by Nick Thieberger Oxford University Press Laurent Dousset EHESS (Advanced School for Social Studies) CREDO (Centre de Recherche et de Documentation sur l’Océanie) 3 place Victor Hugo F – 13003 Marseilles [email protected] Part four: Collaborating with other disciplines Chapter 13 : Anthropology / Ethnography. Understanding human relations (kinship systems). Kungkankatja, minalinkatja was the answer of an elderly man to my question, 'How come you call your cousins as if they were your siblings?', when I expected to hear different words, one for sibling and one for cousin. -
'This Is How We Joke'. Towards an Appreciation of Alternative Values In
100 EBHR-41 ‘This is How we Joke’. Towards an appreciation of alternative values in performances of gender irony among the Gaddi of Himachal Anja Wagner What do we make of the jokes and irony that we encounter during our fieldwork, in particular in the realm of gender relations? Jokes and ironic performances have been a rather neglected field of anthropological inquiry. In an article on practices of flirting, teasing, and sexual joking, Caroline and Fillipo Osella have drawn attention to the significance of ambiguity, indeterminacy and ambivalence as values in the context of South Asian anthropology (Osella and Osella 2000). Their analysis of flirting by youth in Kerala, and of the joking involved therein as a form of play, offers an alternative to the established framework of hierarchy and hierarchical relations that commonly forms the basis for anthropological analysis in the South Asian context. The present article discusses this approach vis-à-vis the established approach of seeing performances that portray alternative values as discourses of subversion or resistance to dominant power structures. I thereby follow Osella and Osella’s focus on the recognition of ambiguity and irony as values in and of themselves in my investigation of performances of gender irony and joking by women in Northwest India. My argument draws on fieldwork conducted in the district of Kangra in the state of Himachal Pradesh between 2006 and 2009. Kangra women and their oral performances are known within anthropology through Kirin Narayan’s work on songs (1986, 1997), but here I am concerned with a different kind of performance and a different section of Kangra’s population, namely Gaddi women. -
Simple Laws About Nonprominent Properties of Binary Relations
Simple Laws about Nonprominent Properties of Binary Relations Jochen Burghardt jochen.burghardt alumni.tu-berlin.de Nov 2018 Abstract We checked each binary relation on a 5-element set for a given set of properties, including usual ones like asymmetry and less known ones like Euclideanness. Using a poor man's Quine-McCluskey algorithm, we computed prime implicants of non-occurring property combinations, like \not irreflexive, but asymmetric". We considered the laws obtained this way, and manually proved them true for binary relations on arbitrary sets, thus contributing to the encyclopedic knowledge about less known properties. Keywords: Binary relation; Quine-McCluskey algorithm; Hypotheses generation arXiv:1806.05036v2 [math.LO] 20 Nov 2018 Contents 1 Introduction 4 2 Definitions 8 3 Reported law suggestions 10 4 Formal proofs of property laws 21 4.1 Co-reflexivity . 21 4.2 Reflexivity . 23 4.3 Irreflexivity . 24 4.4 Asymmetry . 24 4.5 Symmetry . 25 4.6 Quasi-transitivity . 26 4.7 Anti-transitivity . 28 4.8 Incomparability-transitivity . 28 4.9 Euclideanness . 33 4.10 Density . 38 4.11 Connex and semi-connex relations . 39 4.12 Seriality . 40 4.13 Uniqueness . 42 4.14 Semi-order property 1 . 43 4.15 Semi-order property 2 . 45 5 Examples 48 6 Implementation issues 62 6.1 Improved relation enumeration . 62 6.2 Quine-McCluskey implementation . 64 6.3 On finding \nice" laws . 66 7 References 69 List of Figures 1 Source code for transitivity check . .5 2 Source code to search for right Euclidean non-transitive relations . .5 3 Timing vs. universe cardinality . -
Procity," and Those Entering Into It "Clan Reciprocals."
CLANS AND THE JOKING-RELATIONSHIP AM.fONG THE PLATEAU TONGA OF NORTHERN RHODESIA E. Colson Formalized joking between clans has been reported from many tribes in British Central Africa(1), Tew has attempted to place the joking be- tween clans within the wider context of the funeral friendship which exists in one form or another from the Zambezi River in the south to Lake Tanganyika in the north and from the east ooast to the Luangwa river(2). Radcliffe-Brown has also dealt with the subject in his analysis of the general nature of joking relationships(3),. The Tonga are thus not unique in practising such jloking. This paper does not report any new phenomenon, nor shall I attempt within it to develop any new theory of the nature of joking relationships. I am limit- ing myself to a description of the relationship as it exists among the Plateau Tonga. Despite Tew's suggestion that "tfuneral friendshiptt should be adopted as a descriptive term to cover the phenomenon as it occurs in this area, I shall use the old form "clan joking relationship" since among the Tonga the funeral is only one, and perhaps not the most important, situation in which the relationship operates. Indeed,' one could cavil at either term, since neither joking nor funeral duties effectively define. the relationship. In many situations clans perform reciprocal services for each other. One might therefore call the institution, "clan reci- procity," and those entering into it "clan reciprocals." The Plateau Tonga are a Bantu-speaking people living in what is now the Mazabuka District of the Southern Province of Northern Rhodesia. -
A General Account of Coinduction Up-To Filippo Bonchi, Daniela Petrişan, Damien Pous, Jurriaan Rot
A General Account of Coinduction Up-To Filippo Bonchi, Daniela Petrişan, Damien Pous, Jurriaan Rot To cite this version: Filippo Bonchi, Daniela Petrişan, Damien Pous, Jurriaan Rot. A General Account of Coinduction Up-To. Acta Informatica, Springer Verlag, 2016, 10.1007/s00236-016-0271-4. hal-01442724 HAL Id: hal-01442724 https://hal.archives-ouvertes.fr/hal-01442724 Submitted on 20 Jan 2017 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. A General Account of Coinduction Up-To ∗ Filippo Bonchi Daniela Petrişan Damien Pous Jurriaan Rot May 2016 Abstract Bisimulation up-to enhances the coinductive proof method for bisimilarity, providing efficient proof techniques for checking properties of different kinds of systems. We prove the soundness of such techniques in a fibrational setting, building on the seminal work of Hermida and Jacobs. This allows us to systematically obtain up-to techniques not only for bisimilarity but for a large class of coinductive predicates modeled as coalgebras. The fact that bisimulations up to context can be safely used in any language specified by GSOS rules can also be seen as an instance of our framework, using the well-known observation by Turi and Plotkin that such languages form bialgebras. -
Max-Planck-Institut Für Ethnologische Forschung Max Planck Institute for Social Anthropology
Stand: 20/11/02 Max-Planck-Institut für ethnologische Forschung Max Planck Institute for Social Anthropology Workshop: Friendship, descent and alliance. New perspectives on social integration and dissociation in changing African societies 16th - 18th December 2002 Venue: MPI for Social Anthropology, Halle/Saale List of abstracts (in alphabetical order) Mario I. Aguilar (University of St. Andrews) From age-sets to friendship networks: The continuity of soda among the Boorana of East Africa Within the anthropological study of kinship and friendship there is the danger of stressing one or the other following anthropological fashions. Thus, if from the beginnings of social anthropology as a social methodology kinship was over stressed, the contemporary study of friendship can also become a fashionable subject. In this paper that follows my previous study on friendship among Boorana high- school students (Aguilar 2000) I attempt to locate the study of Boorana and indeed African friendship within the development of social structures of descent and alliance. The Boorana had a very strong system of kinship structured through age-sets and age-grades within a structural sociability known as the gada system. While the system is not any longer viable within politics it permeates relations between male and female, kin (soda) and enemies, Boorana and non-Boorana. Therefore this paper locates the relation between kinship and friendship in a parallel stream of sociability in which the Boorana perceive the two social categories as identical, while outsiders perceive them as different. The paper’s conclusions argue that (i) if friendship is a culturally constructed category that develops through social action, any study of its social manifestations requires the methodological assumption that any study of social performances of friendship also require a diachronic study of kinship; and (ii) friendship is part of an extended social structure that allows social integration for members that have experienced dissociation. -
Development Team
Paper No. : 02 Social-Cultural Anthropology Module : 18 Kinship studies of India Development Team Prof. Anup Kumar Kapoor Principal Investigator Department of Anthropology, University of Delhi, Delhi Prof. Sabita Acharya Paper Coordinator Department of Anthropology, Utkal University, Bhubaneswar Content Writer Dr. Jaspreet Kaur Department of Anthropology, University of Delhi Prof. A.K.Sinha Content Reviewer Department of Anthropology, Panjab University, Chandigarh 1 Social-Cultural Anthropology Anthropology Kinship Studies in India Description of Module Subject Name Anthropology Paper Name 02 Social-Cultural Anthropology Module Name/Title Kinship studies in India Module Id 18 2 Social-Cultural Anthropology Anthropology Kinship Studies in India REFERENCES v Basu, Indrani. Anthropology: The Study of Man, 9TH edition. S. Chand Publications, 2013. v Uberoi, Patricia, ed. Family, Kinship and Marriage in India. Ch: The Kinship Map of India by Irawati karve.Oxford University Press, 1993. v Kinship: Essay on the system of Kinship in India by PujaMondal on URL http://www.yourarticlelibrary.com/essay/kinship-essay-on-the-system-of-kinship-in- india/35156/ v Kinship Glossary:symbols terms and concepts compiled by Micheal Dean Murphy on Url http://anthropology.ua.edu/Faculty/murphy/436/kinship.htm IMAGES CITED v www.harappa.com/photo/si1.html v www.indiannetzone.com/19/physical_feature_variation_khasi_tribe.htm v www.uncommon.com/cruises/show/coral-sea-louisiade-trobriand-islands-180 v https://sites.google.com/site/benramage/ethnobotany-of-the-todas-of-south-india -
The Joking Relationship and Kinship: Charting a Theoretical Dependency
JASO 24/3 (1993): 251-263 THE JOKING RELATIONSHIP AND KINSHIP: CHARTING A THEORETICAL DEPENDENCY ROBERT PARKIN ALTHOUGH the anthropology of jokes and of humour generally is a relatively new phenomenon (see, for example, Apte 1985)" the anthropology of joking has a long history. It has been taken up at some point or another by most of the main theoreticians of the subject and their treatment of it often serves to characterize their general approach; moreover, there can be few anthropologists who have not enoountered it and had to deal with it in the field. What has stimulated anthropologists is the fact that societies are almost invariably internally differentiated in some way and that one does not joke with everyone. The very fact that joking has to involve at least two people ensures its social character, while the requirement not to joke is equally obviously a social injunction. The questions anthropologists have asked themselves are, why the difference, and how is it manifested in any particular society? This is a revised version of a paper first given on 26 June 1989 at the Institut fUr Ethnologie, Freie UniversiUit Berlin, in a seminar series chaired by Dr Burkhard Schnepel and entitled 'The Fool in Social Anthropological Perspective'. A German version was presented subsequently at the Deutsche Gesellschaft filr VOlkerkunde conference in Munich on 18 October 1991 and is to be published in due course in a book edited by Dr Schnepel and Dr Michael Kuper. In the present version certain aspects of the material argument have been modified, though the style of the original oral delivery has been left largely untouched. -
Introduction to Relations
CHAPTER 7 Introduction to Relations 1. Relations and Their Properties 1.1. Definition of a Relation. Definition:A binary relation from a set A to a set B is a subset R ⊆ A × B: If (a; b) 2 R we say a is related to b by R. A is the domain of R, and B is the codomain of R. If A = B, R is called a binary relation on the set A. Notation: • If (a; b) 2 R, then we write aRb. • If (a; b) 62 R, then we write aR6 b. Discussion Notice that a relation is simply a subset of A × B. If (a; b) 2 R, where R is some relation from A to B, we think of a as being assigned to b. In these senses students often associate relations with functions. In fact, a function is a special case of a relation as you will see in Example 1.2.4. Be warned, however, that a relation may differ from a function in two possible ways. If R is an arbitrary relation from A to B, then • it is possible to have both (a; b) 2 R and (a; b0) 2 R, where b0 6= b; that is, an element in A could be related to any number of elements of B; or • it is possible to have some element a in A that is not related to any element in B at all. 204 1. RELATIONS AND THEIR PROPERTIES 205 Often the relations in our examples do have special properties, but be careful not to assume that a given relation must have any of these properties. -
The Aspirational Facet of Kinship Talk During Times Of
bs_bs_banner Life during wartime: aspirational kinship and the management of insecurity Mike McGovern University of Michigan This article explores the ways that the institution of the avunculate has been used as an idiom for negotiating forced displacement, dispossession, and insecurity in the forested region where modern-day Guinea, Liberia, Sierra Leone, and Côte d’Ivoire converge. The essay analyses the ways that the rights and responsibilities that inhere in the MB-ZS relationship are both invoked ‘aspirationally’ by those with no prior link of kinship and parried by those who should in principle be bound by them. This degree of play suggests that the avunculate in this region is best understood as one of several idioms used to legitimate claims made on others, often in times of uncertainty and instability. Rather than treat this relationship as an always-already existing social institution, the article suggests that it is also the product of a historical experience of persistent warfare, displacement, and flight. How does a refugee manage her arrival in a village where she knows no one? When talking with Loma-speakers in southeastern Guinea about the ways that people are related to one another, men in particular often refer to the institution of Mother’s Brother-Sister’s Son (keke-daabe) relations to explain their mutual rights and respon- sibilities. However, as I describe below, these ostensible rights and responsibilities are flouted or cancelled out as often as they are respected. Meanwhile, the stranger arriving in a new village might at first seem to be excluded from such pre-existing relations. -
From Peirce's Algebra of Relations to Tarski's Calculus of Relations
The Origin of Relation Algebras in the Development and Axiomatization of the Calculus of Relations Author(s): Roger D. Maddux Source: Studia Logica: An International Journal for Symbolic Logic, Vol. 50, No. 3/4, Algebraic Logic (1991), pp. 421-455 Published by: Springer Stable URL: http://www.jstor.org/stable/20015596 Accessed: 02/03/2009 14:54 Your use of the JSTOR archive indicates your acceptance of JSTOR's Terms and Conditions of Use, available at http://www.jstor.org/page/info/about/policies/terms.jsp. JSTOR's Terms and Conditions of Use provides, in part, that unless you have obtained prior permission, you may not download an entire issue of a journal or multiple copies of articles, and you may use content in the JSTOR archive only for your personal, non-commercial use. Please contact the publisher regarding any further use of this work. Publisher contact information may be obtained at http://www.jstor.org/action/showPublisher?publisherCode=springer. Each copy of any part of a JSTOR transmission must contain the same copyright notice that appears on the screen or printed page of such transmission. JSTOR is a not-for-profit organization founded in 1995 to build trusted digital archives for scholarship. We work with the scholarly community to preserve their work and the materials they rely upon, and to build a common research platform that promotes the discovery and use of these resources. For more information about JSTOR, please contact [email protected]. Springer is collaborating with JSTOR to digitize, preserve and extend access to Studia Logica: An International Journal for Symbolic Logic. -
Practical Joking
Cahiers d’études africaines 184 | 2006 Parentés, plaisanteries et politique Practical Joking Robert Launay Édition électronique URL : http://journals.openedition.org/etudesafricaines/15404 DOI : 10.4000/etudesafricaines.15404 ISSN : 1777-5353 Éditeur Éditions de l’EHESS Édition imprimée Date de publication : 1 décembre 2006 Pagination : 795-808 ISBN : 978-2-7132-2129-3 ISSN : 0008-0055 Référence électronique Robert Launay, « Practical Joking », Cahiers d’études africaines [En ligne], 184 | 2006, mis en ligne le 01 janvier 2008, consulté le 01 mai 2019. URL : http://journals.openedition.org/etudesafricaines/15404 ; DOI : 10.4000/etudesafricaines.15404 © Cahiers d’Études africaines Cet article est disponible en ligne à l’adresse : http:/ / www.cairn.info/ article.php?ID_REVUE=CEA&ID_NUMPUBLIE=CEA_184&ID_ARTICLE=CEA_184_0795 Practical Joking par Robert LAUNAY | Editions de l’EHESS | Cahiers d’ ét udes af ricaines 2006/4 - 184 ISSN 0008-0055 | ISBN 9782713221293 | pages 795 à 808 Pour citer cet article : — Launay R., Practical Joking, Cahiers d’études africaines 2006/ 4, 184, p. 795-808. Distribution électronique Cairn pour Editions de l’EHESS . © Editions de l’EHESS . Tous droits réservés pour tous pays. La reproduction ou représentation de cet article, notamment par photocopie, n'est autorisée que dans les limites des conditions générales d'utilisation du site ou, le cas échéant, des conditions générales de la licence souscrite par votre établissement. Toute autre reproduction ou représentation, en tout ou partie, sous quelque forme et de quelque manière que ce soit, est interdite sauf accord préalable et écrit de l'éditeur, en dehors des cas prévus par la législation en vigueur en France.