Sökning: "historical reasoning"
Visar resultat 21 - 25 av 34 avhandlingar innehållade orden historical reasoning.
21. An Essay on Copper Flat Axes
Sammanfattning : This dissertation can be read on at least two levels. On one level it will deal with- how general patterns of cognitive perception set frames for and affect human action in history and how these patterns may change. A study on copper flat axes will serve as a foundation for this discussion. LÄS MER
22. Forests at the limits : forestry, land use and climate change from political ecology and environmental communication perspectives : the case of Chile & Sweden
Sammanfattning : This thesis is based on a comparative study of forest use and land use for forestry in Sweden and Chile. Processes of forestry development in the two countries are placed in relation to world forestry. LÄS MER
23. Crisis and Policy Reformcraft : Advocacy Coalitions and Crisis-induced Change in Swedish Nuclear Energy Policy
Sammanfattning : This dissertation consists of three interrelated essays examining the role of crisis events in Swedish nuclear energy policymaking. The study takes stock of the idea of ‘crisis exceptionalism’ raised in the literature, which postulates that crisis events provide openings for major policy change. LÄS MER
24. Från nationsbyggare till global marknadsnomad : Om medborgarskap i svensk utbildningspolitik under 1990-talet
Sammanfattning : I den här avhandlingen är intresset riktat mot svensk utbildningspolitik och medborgarskap. I tider av globalisering, och med ett etablerat svenskt medlemskap i Europeiska unionen, har det nationella policyskapandet kring utbildningens medborgardanande funktion hamnat under ökat tryck. LÄS MER
25. Making Sense of Negative Numbers
Sammanfattning : Numbers are abstract objects that we conceptualize and make sense of through metaphors. When negative numbers appear in school mathematics, some properties of number sense related to natural numbers become contradictory. The metaphors seem to break down, making a transition from intuitive to formal mathematics necessary. LÄS MER