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New source material for the history of medicine
Capacity Building to Deal With Climate Challenges Today and in the Future
Personal cooling and heating with PCM in hot and cold environments
I tid och rum. Feminism, framgångar och utopier
The Syrian Crisis: What Is at Stake for Regional Players?
The potential collapse of Assad’s regime would disturb not only the regional but also trans-regional balance of power at the expense of Iran, leaving it virtually alone amidst foes such as Saudi Arabia and Israel, and rivalrous friends such as Turkey and (potentially) Egypt. The IRI officials have made no secret of their strong desire that Syria under Assad should be protected from what is usually
Frequency selective structures on a bianisotropic substrate
Jamming with curriculum. Tensions and possibilities.
Spatial interpolation of daily precipitation in China: 1951-2005
Har postmodernism och folkbildningsforskning något att säga varandra?
Smog Chamber Studies on SOA Formation from Gasoline Exhaust and Pure Precursors
The Knocker—The Controller that Compensates for Friction in Valves
The neurophenomenology of spontaneous hypnotic phenomena
Research on neurophenomenology of hypnosis
Robotic Implementation of a Protein Profiling Platform Developed for High Throughput Biomarker Discovery
Characterization of organic aerosol components at a European aerosol super-site in southern Sweden
Resilient Topology Design for Free Space Optical Cellular Backhaul Networking
Insändare om Fehrman fast förbindelse
Begreppet MC-gäng som social kategori - Ett kritisk perspektiv på förbrytarorganisationen som kriminalvetenskaplig utgångspunkt
Determination of transition matrices for inhomogeneous dielectric bodies by a wave propagator method
A method for determining transition matrices for inhomogeneous dielectric shells is presented. The source can be either inside or outside the shell. The method is based upon expansions of the electric and magnetic fields in vector spherical harmonics. The expansion coefficients in the shell satisfy a system of linear ordinary differential equations in the radial direction. The expansion coefficien