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Your search for "ultimate team for sale Coinsnight.com FC 26 coins 30% OFF code: FC2026. Serene ordering process works perfectly.HD65" yielded 51564 hits

A Study of the Sales Process of ERP Systems: Wasteful Management or Managing the Wasteful?

A description and analysis of the sales process of ERP systems is presented; also the consequences for the parties involved are discussed. The chosen methodological basis is an inductive research design consisting of a case study based on interviews. The analysis of the empirical data is done with a proposed analytical framework. Based on the agency theory, the analysis is tightly knitted together

Managing transition to nursing home

Relocation to residential care facilities is a unique type of transition. For most older people it is the lastmove they make in their life when they have no other options. The transition itself involves numerouschallenges. There is a lot of knowledge about the situations before and after relocating to a nursing home,but few studies are based on the actual relocation process. This paper explores ol

Workshop med jazztrumpetaren Dave Douglas

2 april 2025 13:00 till 15:00 | Workshop Välkommen till en öppen workshop med Dave Douglas – Musikhögskolan i Malmös nya artist in residence. Dave tillhör den yppersta skaran av internationella jazz- och improvisationsmusiker. Med över 60 skivinspelningar som bandledare/komponist och många fler tillsammans med andra musiker är han väletablerad och eftersökt världen. Nu kommer han till Musikhögskol

https://www.lu.se/evenemang/workshop-med-jazztrumpetaren-dave-douglas - 2026-05-30

The derivation of first- and second-order backpropagation methods for fully-connected and convolutional neural networks

We introduce rigorous theory for deriving first and second order backpropagation methods for Deep Neural Networks (DNN) whilst satisfying existing theory in DNN optimization. We begin by formally defining a neural network with its respective components and state the first and second order chain rule with respect to its partial derivatives. The partial derivatives in the chain rule formula are rela