While it is often claimed that any connection between visual art and music is strictly subjective, this paper attempts to prove that motion can be used to connect the two domains in a manner that, though not objective in the true sense of the word, will nevertheless be perceived in a similar fashion by multiple people. The paper begins with a brief history of attempts to link audio and visuals,...

For example among the gastropods 80% of the species found in the lake are endemic. Most diversity is displayed in the family Thiaridae. The genus Lavigeria it is the most common thiarid genus and at the same time the most diverse (Michel 1995). It has an estimated species diversity of 20 or more endemic species (Michel & Todd, in prep). The often sympatric species show many shell morphological ...

comment étudier les textes romanesques français si nombreux depuis la formation définitive de la langue française au xviie siècle? c'est la question à laquelle les critiques ont essayé de répondre. pourtant, de la critique traditionnelle à celle moderne, le chercheur est confronté à une diversité vertigineuse qui ne cesse de croître. suite à la nouvelle critique rassemblant les jeunes crit...

The Triple Stimulation Technique: An Advanced Neurophysiological Method to Assess Motor Function in Multiple Sclerosis Michel R Magistris1,2* and Andrea M Humm3,4 1Faculty of Medicine, Geneva University Medical Center 1, rue Michel-Servet, CH-1211 Geneva 4, Switzerland 2Geneva University Hospitals, Neurology Clinic 4, rue Gabrielle Perret-Gentil, University Hospital of Geneva, CH-1211 Geneva 14...

Let G be a connected reductive algebraic group over Fp and let F : G → G be a Frobenius endomorphism endowing G with an Fq-rational structure. Bonnafé–Michel have shown that the Mackey formula for Deligne–Lusztig induction and restriction holds for the pair (G, F) except in the case where q = 2 and G has a quasi-simple component of type E6, E7, or E8. Using their techniques we show that if q = ...

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We describe a few applications of semideenite programming in combinatorial optimization. Semideenite programming is a special case of convex programming where the feasible region is an aane subspace of the cone of positive semideenite matrices. There has been much interest in this area lately, partly because of applications in com-binatorial optimization and in control theory and also because o...