Google
Google
Search French pages
• Search the web
• Search French pages
Any document At the same time, it admitted that more could be done in terms of recruitment. • M6 : beyond “showcase” diversity? At M6, there is no “Mister Diversity”. Nonetheless, the station claims to be concerned about the issue, and to have been a�... Assume that “2i < m < n — 1, for example, in I n — 2. Then I M5,” ... The weights of M2,” are {7,- + m6, 7,- — 6]i I 1, . . . n}, where 'y1,...,'7n11,6 are linearly independent and y" I —'y1 — — 77,11. Due to the ... Let us start with the first statement. 0 , M6 ( . ) = 0 , M , ( . ) = 0 , either it is the matter about the local solution of ( 23 ) or of ( 20 ) . This is very important for ... for t > t allow us to prolong it uniquely to the interval [ to , T ] and in this way the global existence and uniqueness for the�... Suppose x were not cofinal in v . Then 2 = sup ( 20 ) € Sa , v , and ( 2 ) for fr , � follows from ( 2 ) for frytka ) , X. Hence we can assume sup ( x ) = v . Suppose now that a = supr � < t . Then , again , de Sant and , since 2 = suprav , ( M6 ) tells us�... This loop of length 14 together with y give us that 20 € Per ( s ) . So from now on we can assume that M ; does not f7 - cover Ji and consequently we have Mj M ; for j = 1,2 , ... , 6 . 7 7 7 M ; 7 7 3 . . . Suppose that M6 C C2 . Then we consider the �... Let us assume that we have found, for * N > 1, operators *(N ) : R, such that (III. 12 ) # - a . X i. (t) 2:� 60 - 9: " - 4.... *@*: " . * *0 + (III.13) o:(M(s)5(t)) - I #, (x,t, 5) (j = 1,. .., m ) and the + M6)5(t) are classical pseudodifferential operators in X, valued�... For a fixed M > M6 , let us choose an M , so that the image of the disc 1z1 < 1 under the mapping w = Po ( z ) = p ( z , M. ) should be identical with the image of the disc K under the mapping w = f ( z ) = ( 1 / M ) F ( 2 ) , FeFM , obtained in the�... It is therefore preferable that absences and presences of these rotations correspond in the opposed design , but we have just seen that an absence of rotation always ... 18 mp ( m6,1 - m6.2 ) / 2 1.1 in which the differences derived for a subweighing of rank ili = 1,2 .... 6 ) are ... ( U.S. ) 76C ( 1 and 2 ) : 1-10 ( January - June . This expresses the fact that the function u is infinite on the points where the measure us is " living ” , even if yls is ... Indeed , there exist elements in W - 1 , p ' ( 12 ) which are not measures , and data of the form u - div ( F ) , with u in M6 ( 12 ) �...