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Early papers revealed that culture filtrate of Byssochlamys nivea has antibiotic properties. Active filtrate of B. nivea is extracted with ethyl acetate. Paper chromatography is carried out on Whatman no. 1; thin-layer chromatography is carried out on Kieselgel; visualization with bioautographic technique reveals a single spot. Ethyl acetate extract is passed through silicic acid-celite column. Each isolated fraction is tested for antibiotic activity. Only one supports this activity; a crystallized matter, melting point 109-110°C, thermostable, is obtained. [ABSTRACT FROM AUTHOR]

This paper deals with a confluent form of the topological ε-algorithm which is a method to accelerate the convergence of a sequence of elements of a topological vector space. After giving the rules of the algorithm it is related to some generalizations of the functional Hankel determinants. Some properties and some results about it are proved. An interpretation of the algorithm is given. The last paragraph is devoted with convergence results about the confluent form of the topological ε-algorithm. A parameter is introduced in the algorithm to accelerate the convergence. The optimal value of this parameter is caracterized. By estimating this optimal value, the confluent form of the ϕ-algorithm is obtained. The paper ends with a remark about the confluent form of the topological ϱ-algorithm. [ABSTRACT FROM AUTHOR]

A new class of extensions of skew fields, the so-called «hexaphic extensions», is studied in this paper. This study follows up «Anneaux polynômiaux à deux variables» [3] and «Anneaux hexaphiques d'une variable» [4]. A sub-class of hexaphic extensions is formed by pseudo-linear extensions. The general quadratic extensions are pseudo-linear [1]. General finite pseudo-linear extensions are now known [2]. In this paper, the hexaphic nature of general cubic extensions is shown and general finite hexaphic extensions are studied. [ABSTRACT FROM AUTHOR]

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