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The purpose of this research is to explore the processes and strategies through which members of a group or organization use their organizational identity to make salient a normatively dissonant identity. Using both the functionalist perspectives of social identity theory and the existing narrative literature on identity formation in organizations, a conceptual process model of identity formation is created that integrates the identification process with the interaction of multiple identities, including the identity as members of an organization, a normatively dissonant identity, and other salient preexisting identities such as race and gender. This research also examined part of this conceptual model empirically, using members of a national running organization for Black women, Black Girls Run!, using a mixed-methods design including interviews and surveys of participants. Distance running, as a form of physical activity, is not a normative identity for Black women in the United States. Findings from Study 1 showed that members developed a running identity that informed their running behavior. Study 2 highlighted the process through which members used their identity as members of the organization to negotiate through their dissonance and become runners using modeling strategies. Findings from this study contribute to both sport management and organizational literature by empirically demonstrating the effects of and the processes through which an organizational identity might create a pathway for marginalized groups to adapt previously dissonant identities. It highlights the importance of organizational identities in the formation of deeper connections with physical activity, which has been shown to be an essential element of health maintenance and a conduit for sustainable active behaviors. / Tourism and Sport

No / Poststructuralist accounts of organizations understand them as flows, as verbs in process of always-becoming. Subjects who work `in' organizations are similarly always in a process of becoming. Organization and members are mutually constitutive, each enfolded within the other. The process by which each is enfolded within and constituted by the other is what is explored in this essai. Its aim is to analyse something of the becoming-ness of organizations/selves, in which the researcher-self is imbricated in this becoming-ness and must therefore be part of that which is studied. To achieve this aim I draw on Lacan's concepts: of the mirror stage, or how I am in an agonistic relationship with the other; Nachträglichkeit or the reliving of the past in the present (deferred action); and identification. I apply these concepts to an interview I, an academic, carried out with a manager, emphasizing the importance of these organizational identities in our encounter with each other. The conclusion I reach is that the organization I am `in' is at the same time `in' me: there is no inside and no outside.

Yes / Middle managers occupy a central position in organizational hierarchies, where they are responsible for implementing senior management plans by ensuring junior staff fulfil their roles. However, explorations of the identity of the middle manager offer contradictory insights. This article develops a theory of the identity of the middle manager using a theoretical framework offered by the philosopher Judith Butler and empirical material from focus groups of middle managers discussing their work. We use personal pronoun analysis to analyse the identity work they undertake while talking between themselves. We suggest that middle managers move between contradictory subject positions that both conform with and resist normative managerial identities, and we also illuminate how those moves are invoked. The theory we offer is that middle managers are both controlled and controllers, and resisted and resisters. We conclude that rather than being slotted into organizational hierarchies, middle managers constitute those hierarchies.

This qualitative study is an exploration of the ways individuals experience and reconcile seemingly incompatible sexual and religious identities. The experience of espousing a religious identity which prohibits homosexuality while simultaneously being attracted to others of the same gender is not uncommon. This phenomenon and how individuals navigate it is poorly understood. Though it is often mentioned in existing literature, few if any studies highlight conflicting identities as the core conflict for this population. No existing studies apply identity theories to the phenomenon. For this study data were taken from two points in time, over nearly four years, from four participants. Results from survey 1 and survey 2 were compared for insights into the process of reconciliation. Results were also compared to two strains of identity theory (Stryker and Burke, 2000) to identify applicability of said theory to this phenomenon. Participants all report a conflict between sexual and religious identities. Relatively minor shifts in how they conceptualize and make meaning of their experiences are observed. All experienced a deepening of their understanding and relationship with self and God. Some report aspects of therapy that were helpful/unhelpful to them in this process. Also included are strengths and limitations of this study, implications for future research, and application of findings to a clinical setting. / Master of Science

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Thesis (PhD)--Stellenbosch University, 2012. / ENGLISH ABSTRACT: Multi-resolution analysis (MRA) has become a very popular eld of mathematical study in the past two decades, being not only an area rich in applications but one that remains lled with open problems. Building on the foundation of re nability of functions, MRA seeks to lter through levels of ever-increasing detail components in data sets { a concept enticing to an age where development of digital equipment (to name but one example) needs to capture more and more information and then store this information in di erent levels of detail. Except for designing digital objects such as animation movies, one of the most recent popular research areas in which MRA is applied, is inpainting, where \lost" data (in example, a photograph) is repaired by using boundary values of the data set and \smudging" these values into the empty entries. Two main branches of application in MRA are subdivision and wavelet analysis. The former uses re nable functions to develop algorithms with which digital curves are created from a nite set of initial points as input, the resulting curves (or drawings) of which possess certain levels of smoothness (or, mathematically speaking, continuous derivatives). Wavelets on the other hand, yield lters with which certain levels of detail components (or noise) can be edited out of a data set. One of the greatest advantages when using wavelets, is that the detail data is never lost, and the user can re-insert it to the original data set by merely applying the wavelet algorithm in reverse. This opens up a wonderful application for wavelets, namely that an existent data set can be edited by inserting detail components into it that were never there, by also using such a wavelet algorithm. In the recent book by Chui and De Villiers (see [2]), algorithms for both subdivision and wavelet applications were developed without using Fourier analysis as foundation, as have been done by researchers in earlier years and which have left such algorithms unaccessible to end users such as computer programmers. The fundamental result of Chapter 9 on wavelets of [2] was that feasibility of wavelet decomposition is equivalent to the solvability of a certain set of identities consisting of Laurent polynomials, referred to as Bezout identities, and it was shown how such a system of identities can be solved in a systematic way. The work in [2] was done in the univariate case only, and it will be the purpose of this thesis to develop similar results in the bivariate case, where such a generalization is entirely non-trivial. After introducing MRA in Chapter 1, as well as discussing the re nability of functions and introducing box splines as prototype examples of functions that are re nable in the bivariate setting, our fundamental result will also be that wavelet decomposition is equivalent to solving a set of Bezout identities; this will be shown rigorously in Chapter 2. In Chapter 3, we give a set of Laurent polynomials of shortest possible length satisfying the system of Bezout identities in Chapter 2, for the particular case of the Courant hat function, which will have been introduced as a linear box spline in Chapter 1. In Chapter 4, we investigate an application of our result in Chapter 3 to bivariate interpolatory subdivision. With the view to establish a general class of wavelets corresponding to the Courant hat function, we proceed in the subsequent Chapters 5 { 8 to develop a general theory for solving the Bezout identities of Chapter 2 separately, before suggesting strategies for reconciling these solution classes in order to be a simultaneous solution of the system. / AFRIKAAANSE OPSOMMING: Multi-resolusie analise (MRA) het in die afgelope twee dekades toenemende gewildheid geniet as 'n veld in wiskundige wetenskappe. Nie net is dit 'n area wat ryklik toepaslik is nie, maar dit bevat ook steeds vele oop vraagstukke. MRA bou op die grondleggings van verfynbare funksies en poog om deur vlakke van data-komponente te sorteer, of te lter, 'n konsep wat aanloklik is in 'n era waar die ontwikkeling van digitale toestelle (om maar 'n enkele voorbeeld te noem) sodanig moet wees dat meer en meer inligting vasgel^e en gestoor moet word. Behalwe vir die ontwerp van digitale voorwerpe, soos animasie- lms, word MRA ook toegepas in 'n mees vername navorsingsgebied genaamd inverwing, waar \verlore" data (soos byvoorbeeld in 'n foto) herwin word deur data te neem uit aangrensende gebiede en dit dan oor die le e data-dele te \smeer." Twee hooftakke in toepassing van MRA is subdivisie en gol e-analise. Die eerste gebruik verfynbare funksies om algoritmes te ontwikkel waarmee digitale krommes ontwerp kan word vanuit 'n eindige aantal aanvanklike gegewe punte. Die verkrygde krommes (of sketse) kan voldoen aan verlangde vlakke van gladheid (of verlangde grade van kontinue afgeleides, wiskundig gesproke). Gol es word op hul beurt gebruik om lters te bou waarmee gewensde dataof geraas-komponente verwyder kan word uit datastelle. Een van die grootste voordeel van die gebruik van gol es bo ander soortgelyke instrumente om data lters mee te bou, is dat die geraas-komponente wat uitgetrek word nooit verlore gaan nie, sodat die proses omkeerbaar is deurdat die gebruiker die sodanige geraas-komponente in die groter datastel kan terugbou deur die gol e-algoritme in trurat toe te pas. Hierdie eienskap van gol fies open 'n wonderlike toepassingsmoontlikheid daarvoor, naamlik dat 'n bestaande datastel verander kan word deur data-komponente daartoe te voeg wat nooit daarin was nie, deur so 'n gol e-algoritme te gebruik. In die onlangse boek deur Chui and De Villiers (sien [2]) is algoritmes ontwikkel vir die toepassing van subdivisie sowel as gol es, sonder om staat te maak op die grondlegging van Fourier-analise, soos wat die gebruik was in vroe ere navorsing en waardeur algoritmes wat ontwikkel is minder e ektief was vir eindgebruikers. Die fundamentele resultaat oor gol es in Hoofstuk 9 in [2], verduidelik hoe suksesvolle gol e-ontbinding ekwivalent is aan die oplosbaarheid van 'n sekere versameling van identiteite bestaande uit Laurent-polinome, bekend as Bezout-identiteite, en dit is bewys hoedat sodanige stelsels van identiteite opgelos kan word in 'n sistematiese proses. Die werk in [2] is gedoen in die eenveranderlike geval, en dit is die doelwit van hierdie tesis om soortgelyke resultate te ontwikkel in die tweeveranderlike geval, waar sodanige veralgemening absoluut nie-triviaal is. Nadat 'n inleiding tot MRA in Hoofstuk 1 aangebied word, terwyl die verfynbaarheid van funksies, met boks-latfunksies as prototipes van verfynbare funksies in die tweeveranderlike geval, bespreek word, word ons fundamentele resultaat gegee en bewys in Hoofstuk 2, naamlik dat gol e-ontbinding in die tweeveranderlike geval ook ekwivalent is aan die oplos van 'n sekere stelsel van Bezout-identiteite. In Hoofstuk 3 word 'n versameling van Laurent-polinome van korste moontlike lengte gegee as illustrasie van 'n oplossing van 'n sodanige stelsel van Bezout-identiteite in Hoofstuk 2, vir die besondere geval van die Courant hoedfunksie, wat in Hoofstuk 1 gede nieer word. In Hoofstuk 4 ondersoek ons 'n toepassing van die resultaat in Hoofstuk 3 tot tweeveranderlike interpolerende subdivisie. Met die oog op die ontwikkeling van 'n algemene klas van gol es verwant aan die Courant hoedfunksie, brei ons vervolglik in Hoofstukke 5 { 8 'n algemene teorie uit om die oplossing van die stelsel van Bezout-identiteite te ondersoek, elke identiteit apart, waarna ons moontlike strategie e voorstel vir die versoening van hierdie klasse van gelyktydige oplossings van die Bezout stelsel.

In view of the augmenting spatial, socio-economic and ethnic segregation in Sweden over the last 30 years, the purpose of this study is to examine, illustrate and enhance the understanding of mundane segregation processes by studying how social actors collaboratively interact in Swedish online forums regarding in which areas it is “good” or “bad” to live in. The theoretical and methodological framework used to guide the collection, coding and analysis of empirical data is based on ethnomethodology and its applied methods conversation analysis, discursive psychology and membership categorization analysis. This implies a data-driven approach in which the analysis is solely based on the observable-and-reportable understandings of the interactants themselves. The results of the study show that the participants collaboratively orient to and assemble normative spatial categories by connecting these with spatial identities. Simply put, “good places” are treated as inherently linked to “good people”, and vice versa. Because of the way in which interactants treat these spatial-social categories as both inherently and normatively linked, the thesis introduces the concept normative-spatial-identities, in order to facilitate the investigation of how social actors collaboratively make sense of,  orient to and assemble normative spatial boundaries and in this fashion, contribute to enhancing the understanding of everyday inclusion-and-exclusion practices.