Sökning: "Vi vet inte vilka metoder"
Visar resultat 6 - 10 av 289 avhandlingar innehållade orden Vi vet inte vilka metoder.
6. QM/MM free-energy perturbation and other methods to estimate ligand-binding affinities
Sammanfattning : Experimental drug discovery is very time-consuming, risky and comes at a huge cost, typically several billion USD per drug. Even though decades of experimental drug discovery have provided cures of many diseases, there are still diseases for which there is no effective drug available. LÄS MER
7. "Man kan bli bättre om man vet vad bättre är!" : En studie kring effektivitetsbegreppet som en samhällelig grundbult
Sammanfattning : The study takes as its starting point the far-reaching organizational changes that have occurred within the public sector in Sweden, particularly the public health care sector, during the last decade. The aim of achieving efficacy has been an important driving force in these processes, which often concern mergers or reductions in personnel that are regarded as a route to success. LÄS MER
8. Molecular Processes in Dynamic Wetting : Du som saknar dator/datorvana kan kontakta Cathrine Bergh, [email protected] för information
Sammanfattning : The spreading of liquids onto and over surfaces is a fundamental process in nature. It is present in all forms and sizes: From rivers carving through landscapes, to our blood stream transporting nutrients to cells, and even single water molecules moving through channels into these cells. LÄS MER
9. Distributed Optimization in Time-Varying Environments
Sammanfattning : Solving optimization problems in a distributed manner is critical in many systems. Many relevant systems are distributed in nature in the sense that they consist of autonomous agents that are to come to a joint decision based on a certain metric. LÄS MER
10. Krylov methods for nonlinear eigenvalue problems and matrix equations
Sammanfattning : Nonlinear eigenvalue problems (NEPs) arise in many fields of science and engineering. Such problems are often defined by large matrices, which have specific structures, such as being sparse, low-rank, etc. Like the linear eigenvalue problem, the eigenvector appears in a linear form, whereas the eigenvalue appears in a nonlinear form. LÄS MER