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Showing result 1 - 5 of 381 swedish dissertations matching the above criteria.
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1. Aesthetic Flexibility : Modularity of Visual Form in Product Portfolios and Branded Products
Abstract : The increase in competition amongst companies that produce complex or large product portfolios has created a need to utilise modularity strategies not only to flexibly manage technical complexity in a costeffective manner but also for visual appearance. This research aims to understand how the visual appearance of products is affected by modular product development strategies. READ MORE
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2. Aesthetic Flexibility : In Industrial Design Practice
Abstract : Competition among companies that produce complex or large product portfolios has created a need to use modularity strategies not only to flexibly manage technical complexity in a cost-effective manner but also to produce visually appealing products. This research aims to understand how the visual appearance of products is affected by modular product development strategies and creates coherent product brands. READ MORE
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3. Flexibility through Information Sharing : Evidences from the Automotive Industry in Sweden
Abstract : Research has validated the contribution of information sharing to performance improvement. It has also suggested that flexibility is a highly important competitive priority for those companies where demand is volatile. Several studies argue that flexibility has been recognized as a key enabler for supply chain responsiveness. READ MORE
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4. On Strategy and Manufacturing Flexibility
Abstract : The era when customers bought what companies produced is long gone. The situation is now reversed and companies must produce what customers want; while the customers' preferences are, furthermore, becoming increasingly diverse. This has forced companies to adopt a new mode of thinking in order to survive. READ MORE
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5. Contributions to the Metamathematics of Arithmetic: Fixed Points, Independence, and Flexibility
Abstract : This thesis concerns the incompleteness phenomenon of first-order arithmetic: no consistent, r.e. theory T can prove every true arithmetical sentence. The first incompleteness result is due to Gödel; classic generalisations are due to Rosser, Feferman, Mostowski, and Kripke. READ MORE