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In comparison with other countries, the rise of Dutch socialism was slow and difficult, and it would be impossible to explain this without exploring the movement′s early history. Such an exploration immediately leads to the somewhat singular character of Ferdinand Domela Nieuwenhuis (1846‐1919), who led the Dutch socialist movement in the nineteenth century. Gives a sketch of Domela Nieuwenhuis′ life and work; the political and social conditions under which Dutch socialism emerged; and the specific character of socialism in The Netherlands. Concludes by suggesting that the late industrialization and the opposing interests of confessionalism and modernism meant that the socialists were not able to organize a power structure for the workers on the basis of the conflicting interests of “capital” and “labour”. By the time the socialist power structure finally achieved significance, large parts of the total labour force had been assimilated into confessional cadres and, in this sense, socialism came too late to The Netherlands.

Ultimately the diversity of social, political and economic interests in the enlarged European Union will lead to an increasing application of techniques of differentiated integration and co‐ordination between member states. At the same time, the administrative relations within the western European states will also be revised. This entails processes of territorial and functional decentralization and of decentralization of activities to the market. What will emerge is a still unknown, strongly differentiated administrative structure within and between the European nation‐states. Such a structure appears to provide considerable room for innovation and initiatives, but it also raises the question of whether or not the new situation can be reconciled with the requirements of the familiar social constitutional state.

The chapter introduces the reader to select language of human sexuality and the definitions and characteristics of some key terms related to lesbian, gay, bisexual, transgender, and questioning/queer (LGBTQ+), identifies different theoretical perspectives of human sexuality and sexual orientation, and discusses select LGBTQ+ theories and concepts in a historical context that library and information science (LIS) professionals should consider while performing their roles related to information creation–organization–management–dissemination–research processes. It helps better understand the scope of what is LGBTQ+ information and traces its interdisciplinary connections to reflect on its place within the LIS professions. The chapter discusses these implications with the expectation of the LIS professional to take concrete actions in changing the conditions that lack fairness, equality/equity, justice, and/or human rights for LGBTQ+ people via the use of information. Important considerations in this regard include the need for an integrative interdisciplinary LGBTQ+ information model, growth of a diversified LGBTQ+ knowledge base and experiences, holistic LGBTQ+ information representations, LGBTQ+ activism, and participatory engagement and inclusion of LGBTQ+ users.

Survey of period infinite element developments The first infinite elements for periodic wave problems, as stated in Part 1, were developed by Bettess and Zienkiewicz, the earliest publication being in 1975. These applications were of ‘decay function’ type elements and were used in surface waves on water problems. This was soon followed by an application by Saini et al., to dam‐reservoir interaction, where the waves are pressure waves in the water in the reservoir. In this case both the solid displacements and the fluid pressures are complex valued. In 1980 to 1983 Medina and co‐workers and Chow and Smith successfully used quite different methods to develop infinite elements for elastic waves. Zienkiewicz et al. published the details of the first mapped wave infinite element formulation, which they went on to program, and to use to generate results for surface wave problems. In 1982 Aggarwal et al. used infinite elements in fluid‐structure interaction problems, in this case plates vibrating in an unbounded fluid. In 1983 Corzani used infinite elements for electric wave problems. This period also saw the first infinite element applications in acoustics, by Astley and Eversman, and their development of the ‘wave envelope’ concept. Kagawa applied periodic infinite wave elements to Helmholtz equation in electromagnetic applications. Pos used infinite elements to model wave diffraction by breakwaters and gave comparisons with laboratory photogrammetric measurements of waves. Good agreement was obtained. Huang also used infinite elements for surface wave diffraction problems. Davies and Rahman used infinite elements to model wave guide behaviour. Moriya developed a new type of infinite element for Helmholtz problem. In 1986 Yamabuchi et al. developed another infinite element for unbounded Helmholtz problems. Rajapalakse et al. produced an infinite element for elastodynamics, in which some of the integrations are carried out analytically, and which is said to model correctly both body and Rayleigh waves. Imai et al. gave further applications of infinite elements to wave diffraction, fluid‐structure interaction and wave force calculations for breakwaters, offshore platforms and a floating rectangular caisson. Pantic et al. used infinite elements in wave guide computations. In 1986 Cao et al. applied infinite elements to dynamic interaction of soil and pile. The infinite element is said to be ‘semi‐analytical’. Goransson and Davidsson used a mapped wave infinite element in some three dimensional acoustic problems, in 1987. They incorporated the infinite elements into the ASKA code. A novel application of wave infinite elements to photolithography simulation for semiconductor device fabrication was given by Matsuzawa et al. They obtained ‘reasonably good’ agreement with observed photoresist profiles. Häggblad and Nordgren used infinite elements in a dynamic analysis of non‐linear soil‐structure interaction, with plastic soil elements. In 1989 Lau and Ji published a new type of 3‐D infinite element for wave diffraction problems. They gave good results for problems of waves diffracted by a cylinder and various three dimensional structures.

This ethnographic study explores how local and global forces influence a unique set of self-employed people in Havana’s tourism industry – dance instructors – and how these circumstances drive the strategies and rationalities they use to navigate socioeconomic transformations. Cuba’s recent history of economic crises, the decline in welfare assistance, and an array of market-driven economic reforms have driven many Cubans to search for incomes in Havana’s lucrative tourism industry. Global circulations of people, wealth, and ideas shape the opportunities Cubans find in this type of work. Furthermore, strict state policies and regulations, in conjunction with underlying systems of oppression, hinder and constrain Cubans who work in tourism-based ventures. Building on theories of neoliberalism and tourism, we discuss how Cuban dance instructors develop professional skills, standardize their activities, and address global consumer desires/demands while simultaneously drawing from collectivized social norms cultivated under Cuban socialism. These hybridized formal/informal business tactics reveal how self-employed Cubans are positioned between socialist configurations and the capital-driven tourism industry. These innovative socioeconomic logics are also critical in understanding how people living in centrally planned economies, some of which are socially marginalized because of patterns of inequality, gain access to and participate with contemporary modalities of the global economy.

Outlines the broad area of research into and, theory development of, public services management (PSM). Deals with theories on the State; governance; non‐profit organizations and PSM itself. Speculates on future trends and finally develops some ideas on how to cope with the diversity, complexity and dynamics of PSM in an international academic community.