some remarks about m. c. f. and other methods of complement fixation test for syphilis

technique de la reaction de fixation du complement modifiee ( m. c. f. )

a simple technic of bronchography which can : by  the radiologist. is described: .our experience wiih:-.di()nosi~ has:}jeei,h:discussed.w belive the dionosil .to be a sa'tisfactor:r' mediu'mi bnmchog aphy.

Detection of rotavirus by Latex Agglutination Test (Rotales); Comparison with Electron Microscopy and Complement Fixation Test

etudes suplementaires sur la reaction de fixation du complement modifiee (m. c. f.)

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Some Remarks about the Perron Condition for C 0 -semigroups

We prove the following. Let T = fT(t)g t0 be a bounded C 0-semigroup on a Banach space X and A its innnitesimal generator. Then <(A) < 0 if and only if sup t>0 jj t Z 0 e iii T()ddjj < 1; 8 2 R; 8x 2 X: In particular we obtain that a strongly continuous and exponentially bounded family of bounded linear operators U on X is uniformly exponentially stable if and only if the spectrum of the innnit...

Some remarks about Cauchy integrals and totally real surfaces in C m

Of course 〈v, v〉 is the same as |v|, the square of the standard Euclidean length of v. Define (v, w) to be the real part of 〈v, w〉. This is a real inner product on C , which is real linear in both v and w, symmetric in v and w, and such that (v, v) is also equal to |v|. This is the same as the standard real inner product on C ≈ R. Now define [v, w] to be the imaginary part of 〈v, w〉. This is a ...

Some remarks about Cauchy integrals and totally real surfaces in C m Stephen Semmes

Of course 〈v, v〉 is the same as |v|, the square of the standard Euclidean length of v. Define (v, w) to be the real part of 〈v, w〉. This is a real inner product on C , which is real linear in both v and w, symmetric in v and w, and such that (v, v) is also equal to |v|. This is the same as the standard real inner product on C ≈ R. Now define [v, w] to be the imaginary part of 〈v, w〉. This is a ...