Maxime Chevalier(1925-2007)

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Report on PhD thesis of Maxime Sermesant

Cardiac imaging has improved dramatically in the last few years. Ultrasound has increased in frame rate and resolution, and 3D imaging has been introduced. Cardiac MR has become a proven research tool and is sufficiently robust and reliable to be entering routine clinical use, and cardiac CT is beginning to show great potential. This progress in image acquisition provides ever increasing amount...

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The Scientific Work of Maxime Böcher

WITH the recent death of Professor Maxime Bôcher at only fifty-one years of age American mathematics has suffered a heavy loss. Our task in the following pages is to review and appreciate his notable mathematical work.* His researches cluster about Laplace's equation Au = 0, which is the very heart of modern analysis. Here one stands in natural contact with mathematical physics, the theory of l...

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Violation in B → πK Decays 1 Maxime Imbeault

I briefly review CP violation in the B system, concentrating on B → πK decays. I discuss how to deal with electroweak-penguin contributions to these decays using flavour SU(3). With these, I show that the entire unitarity triangle can be extracted from measurements of B → πK decays. Finally, I examine the signals for new physics in these decays and the possibilities for measuring them. talk giv...

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Collineation as a Mode of Motion.* by Maxime Bôcher, Ph.d

Perhaps the most important difference between the old and the new geometry lies in the extended use made during the present century of geometric transformations, f The change which has come about in this direction is due in part to the influence of certain branches of applied mathematics in which one has to deal not merely with geometric configurations but also with certain changes which these ...

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The Smallest Characteristic Numbers in a Certain Exceptional Case. by Professor Maxime Bôcher

We have proved this theorem, it is true, only when k > 0. If h = 0 it is, however, merely an obvious consequence of Theorem I. We come now at last to our most important result, though one which is, at bottom, less far reaching than Theorem II, namely THEOREM III. If e is an arbitrarily given positive constant, a continuous, real function g(x) exists such that 0 < g(x) < e and such that the syst...

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ژورنال

عنوان ژورنال: Criticón

سال: 2008

ISSN: 0247-381X,2272-9852

DOI: 10.4000/criticon.10056