More than Words? An Analysis on the Language and Structure of General Election Manifestos of the British Labour Party 1983-2005

The topic of this study is the language of the educational policies of the British Labour party in the General Election manifestos between the years 1983-2005. The twenty-year period studied has been a period of significant changes in world politics, and in British politics, especially for the Labour party. The emergence educational policy as a vote-winner of the manifestos of the nineties has been noteworthy. The aim of the thesis is two-fold: to look at the structure of the political manifesto as an example of genre writing and to analyze the content utilizing the approach of critical discourse analysis. Furthermore, the aim of this study is not to pinpoint policy positions but to look at what is the image that the Labour Party creates of itself through these manifestos. The analysis of the content is done by a method of close-reading. Based on the findings, the methodology for the analysis of the content was created. This study utilized methodological triangulation which means that the material is analyzed from several methodological aspects. The aspects used in this study are ones of lexical features (collocation, coordination, euphemisms, metaphors and naming), grammatical features (thematic roles, tense, aspect, voice and modal auxiliaries) and rhetoric (Burke, Toulmin and Perelman). From the analysis of the content a generic description is built. By looking at the lexical, grammatical and rhetorical features a clear change in language of the Labour Party can be detected. This change is foreshadowed already in the 1992 manifesto but culminates in the 1997 manifesto which would lead Labour to a landslide victory in the General Election. During this twenty-year period Labour has moved away from the old commitments and into the new sphere of “something for everybody”. The pervasiveness of promotional language and market inspired vocabulary into the sphere of manifesto writing is clear. The use of the metaphors seemed to be the tool for the creation of the image of the party represented through the manifestos. A limited generic description can be constructed from the findings based on the content and structure of the manifestos: especially more generic findings such as the use of the exclusive we, the lack of certain anatomical parts of argument structure, the use of the future tense and the present progressive aspect can shed light to the description of the genre of manifesto writing. While this study is only the beginning, it proves that the combination of looking at the lexical, grammatical and rhetorical features in the study of manifestos is a promising one.

”The music the world makes has no words”: Musiikillisen tradition funktiot ja merkitys Toni Morrisonin romaanissa Jazz

Pro gradu -tutkielmassani tarkastelen niitä merkityksiä, joita afrikkalaisamerikkalainen musiikillinen esitystraditio saa Nobel-kirjailija Toni Morrisonin romaanissa Jazz (1992).Morrison on toistuvasti löytänyt vertailukohdan omalle kirjoittamiselleen mustasta musiikkitraditiosta. Kuvaillessaan Jazz-romaanin luomisprosessia hän on kertonut pyrkineensä rakentamaan teoksen improvisatorisen jazz-performanssin muotoon. Tutkielmassa kysyn, millä tavalla tämä jazz-improvisatorinen kerrontamuoto ilmenee Jazz-romaanissa ja miksi musiikki ja kerronnan musiikillisuus on saanut niin merkittävän roolin afrikkalaisamerikkalaisen kirjallisuuden traditiossa. Keskeiselle sijalle tutkielmassani nousee ajatus improvisatorisesta jazz-performanssista sekä romaania ohjaavana kerronnallisena periaatteena että mustan diasporisen kulttuurin ja identiteetin rakentamisen välineenä. Tukeutumalla muun muassa Ralph Ellisonin, James Baldwinin, Albert Murrayn, Henry Louis Gates Jr:n, Houston A. Baker Jr:n, Paul Gilroyn, Kimberly W. Benstonin ja Nathaniel Mackeyn kirjoituksiin mustasta esitystraditiosta tarkastelen, mitä eri merkityksiä jazz- ja blues-musiikille on annettu afrikkalaisamerikkalaisessa kirjallisuudessa. Jazzissa musiikki toimii ensisijaisesti keinona työstää menneisyyttä: musiikillinen improvisaatio avaa tien ihmisen henkilökohtaisten muistojen ja menneisyyden konfliktien tarkastelulle. Kyse on identiteettiprosessista, joka ohjaa toistuvasti määrittelemään uudelleen ne rakenteet, joissa ihmisen minuus kehittyy. Samalla musiikillisuuden taustalta voidaan löytää pyrkimys vapauttaa teos kertovuudesta ja kohdistaa lukijan huomio tekstin tuottamaan liikkeeseen, romaaniin performanssina. Tämä ohjaa kirjallisuuden kohti rituaalista: musiikillisuuden funktiona on tuoda tarina voimakkaammin osaksi lukijan kokemuksellista nykyhetkeä. Morrisonin romaanikirjoittamista ohjaa halu kehittää jatkuvasti uusia mahdollisuuksia ymmärtää ja lähestyä menneisyyttä sekä rakentaa kriittinen suhde afrikkalaisamerikkalaista kulttuuria määrittäneisiin historiallisiin narratiiveihin. Jazzromaanin tapahtumat sijoittuvat keskelle afrikkalaisamerikkalaisen urbaanin kulttuurin ja amerikkalaisen modernismin kehityksen keskeisintä vuosikymmentä, 1920-lukua. Romaanin sisällön analyysissa tarkastelen muun muassa romaanin kaupunkitilan kuvausta ja sen kiinnittymistä urbaanin kulutuskulttuurin tuottamaan visuaaliseen spektaakkeliin. Jazzissa Morrisonin voidaan nähdä työstävän suhdetta tiettyyn historialliseen aikakauteen, joka on merkittävällä tavalla muokannut sekä afrikkalaisamerikkalaista kulttuurista yhteisöllisyyttä että tiettyjä ”mustan” tai ”mustuuden” representaatioita osana amerikkalaista urbaania ympäristöä.

Combinatorics on Words. New Aspects on Avoidability, Defect Effect, Equations and Palindromes

In this thesis we examine four well-known and traditional concepts of combinatorics on words. However the contexts in which these topics are treated are not the traditional ones. More precisely, the question of avoidability is asked, for example, in terms of k-abelian squares. Two words are said to be k-abelian equivalent if they have the same number of occurrences of each factor up to length k. Consequently, k-abelian equivalence can be seen as a sharpening of abelian equivalence. This fairly new concept is discussed broader than the other topics of this thesis. The second main subject concerns the defect property. The defect theorem is a well-known result for words. We will analyze the property, for example, among the sets of 2-dimensional words, i.e., polyominoes composed of labelled unit squares. From the defect effect we move to equations. We will use a special way to define a product operation for words and then solve a few basic equations over constructed partial semigroup. We will also consider the satisfiability question and the compactness property with respect to this kind of equations. The final topic of the thesis deals with palindromes. Some finite words, including all binary words, are uniquely determined up to word isomorphism by the position and length of some of its palindromic factors. The famous Thue-Morse word has the property that for each positive integer n, there exists a factor which cannot be generated by fewer than n palindromes. We prove that in general, every non ultimately periodic word contains a factor which cannot be generated by fewer than 3 palindromes, and we obtain a classification of those binary words each of whose factors are generated by at most 3 palindromes. Surprisingly these words are related to another much studied set of words, Sturmian words.

Opening words and orientation to the theme

Esitys KDK-käytettävyystyöryhmän järjestämässä seminaarissa: Miten käyttäjien toiveet haastavat metatietokäytäntöjämme? / How users' expectations challenge our metadata practices? 30.9.2014.

Opening words

Presentation at the seminar "Publishers and Funders for OA in Finland", Helsinki, May 24, 2016

Privileged Words and Sturmian Words

This dissertation has two almost unrelated themes: privileged words and Sturmian words. Privileged words are a new class of words introduced recently. A word is privileged if it is a complete first return to a shorter privileged word, the shortest privileged words being letters and the empty word. Here we give and prove almost all results on privileged words known to date. On the other hand, the study of Sturmian words is a well-established topic in combinatorics on words. In this dissertation, we focus on questions concerning repetitions in Sturmian words, reproving old results and giving new ones, and on establishing completely new research directions. The study of privileged words presented in this dissertation aims to derive their basic properties and to answer basic questions regarding them. We explore a connection between privileged words and palindromes and seek out answers to questions on context-freeness, computability, and enumeration. It turns out that the language of privileged words is not context-free, but privileged words are recognizable by a linear-time algorithm. A lower bound on the number of binary privileged words of given length is proven. The main interest, however, lies in the privileged complexity functions of the Thue-Morse word and Sturmian words. We derive recurrences for computing the privileged complexity function of the Thue-Morse word, and we prove that Sturmian words are characterized by their privileged complexity function. As a slightly separate topic, we give an overview of a certain method of automated theorem-proving and show how it can be applied to study privileged factors of automatic words. The second part of this dissertation is devoted to Sturmian words. We extensively exploit the interpretation of Sturmian words as irrational rotation words. The essential tools are continued fractions and elementary, but powerful, results of Diophantine approximation theory. With these tools at our disposal, we reprove old results on powers occurring in Sturmian words with emphasis on the fractional index of a Sturmian word. Further, we consider abelian powers and abelian repetitions and characterize the maximum exponents of abelian powers with given period occurring in a Sturmian word in terms of the continued fraction expansion of its slope. We define the notion of abelian critical exponent for Sturmian words and explore its connection to the Lagrange spectrum of irrational numbers. The results obtained are often specialized for the Fibonacci word; for instance, we show that the minimum abelian period of a factor of the Fibonacci word is a Fibonacci number. In addition, we propose a completely new research topic: the square root map. We prove that the square root map preserves the language of any Sturmian word. Moreover, we construct a family of non-Sturmian optimal squareful words whose language the square root map also preserves.This construction yields examples of aperiodic infinite words whose square roots are periodic.