Claude Simon by Mireille Calle-Gruber

By Mireille Calle-Gruber

Écrire une biographie est une selected étrange et sans fin. C’est toucher à du mystery – et Claude Simon, prix Nobel de Littérature en 1985, était un homme singulièrement secret.

Il faut, entre enquête et fiction, vigilance et instinct, faire que le langage et ses photographs s’emparent de l. a. pensée, et que nous parvienne l’héritage d’une magistrale leçon de littérature et de vie.

Car, l. a. plus grande fidélité charisma été, peut-être, que cette biographie de Claude Simon soit, résolument, comme lui-même le fut, du côté du vivant.

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Fefc). We distinguish two cases. If lim qn > 1 then there exists a d > 1 and n—*oo a sequence of integers n i < 112 < . . such that qni > d > 1, i = 1 , 2 , . . a sequence of integers ni < 112 < . . such that qn. > d > 1, % = 1,2,... 56), all nodes vkni are on the interval [—J>j] C (—1,1). , they will not converge there uniformly for a suitably modified function. Assume now that lim qn = 1 . 72) Lagrangt Interpolation 29 gn(x) is linear and continuous in each subinterval [vjfe+i,n> v*n] if m < A; < p.

Kir . ir 1 = — sin — sm — > , gn n 2n nqn m < A; < p, we have |g n (s + fc) - 0n(*)| < 2ng n ^, - 1 < S < X + /I<1. 74) According to the assumptions of our theorem, there exist cx > 0, c2 > 0 such that cms 6, *>1. w^t) = ts. 77), Conditions A, B l and Cl are satisfied. It follows that for a suitable / E LipS we have lim{Ln(/,F2,l)-/(l)}>0. D 4. 1. It is easy to see that for A n (T, x), with 0 < c < d, we have c< Urn" A ^ r > g )

Condition (B2). 14) hold true. Condition (B3). 14) hold true. Again, supposing Condition (B3), / G C*{a'b}(wm) can be proved; more­ over, if for certain {p n }~=i and {i? 80) can be replaced by n—*oo lim[T„(/,xy) — I7 n (/, xy)] = oo with an ft—*00 /ec;MK) H^ [Tn{f, x,) - Un{f, i,)} = oo with an / € C7;{a'6}(w„) for any fixed j G IN (cf. 6). 6). 83) Condition (C) can be replaced by Condition (Cl). Let ||(7 nj || < A;, ||flfny||{a,6} < c3 for n,y G IN and let Lagrange Interpolation 33 lim £n(xj) = oo for j G IN hold.

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