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Några frågor till en ordförande (Hans Åke Gustafsson)
Design problems and optimization methods for core NGI - keynote speech
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MODEL BASED ITERATIVE RECONSTRUCTION IMR GIVES POSSIBILITY TO EVALUATE THINNER SLICE THICKNESS THAN CONVENTIONAL ITERATIVE RECONSTRUCTION iDOSE4 – A PHANTOM STUDY
Inledningen till högskolestudier - en transitionszon
Lifestyle physical activity in people aging with a disability: a study of persons with post-polio syndrome
Tiden hjälper oss att begripa världen
Directional Analysis of the On-Body Propagation Channels considering Human's Anatomical Variations
This paper presents a directional analysis of the on-body propagation channels using the high resolution space alternating generalized expectation (SAGE) maximization algorithm. The analysis has been done on data obtained through FDTD simulations, on a male and a female numerical phantom. For estimating the angle of arrival (AoA) at a four element square array located at the chest, two different p
Fuzzy Anti-Reset Windup for PID Controllers
Creating property rights: law and regulation of secondary trading in the European Union
Svenska låtar på spansk gitarr - sju polskor och en halling
Women as Symbols of Religious Discourse(s): An analysis of the Muslim Diaspora in Sweden
Book Review
High resolution relaxed upwind schemes in gas dynamics
Sampled-Data L∞ Smoothing: Fixed-Size ARE Solution with Free Hold Function
Neural Nets, Early Vision, and Motion Control
Design of a New Preinjector for the MAX Recirculator to be Used in EUROFEL
Chen Guidi and Wang Chuntao: Zur Lage der Chinesischen Bauern: Eine Reportage
Danieltexterna avslöjar Guds hemliga tjänare
Exclusive final states in diffractive excitation
In this paper we describe a formalism for generating exclusive final states in diffractive excitation, based on the optical analogy where diffraction is fully determined by the absorption into inelastic channels. The formalism is based on the Good--Walker formalism for diffractive excitation, and it is assumed that the virtual parton cascades represent the diffractive eigenstates defined by a defi