. This is an important paper on the asymptotic analysis of the electric field near the vertex of a conical conducting surface. There exists also a freely consultable Russian translation, . . . A work presenting a complete interdisciplinary analysis of the stability of a system of ordinary differential equations containing a large number of parameters, modeling a biological system: the results presented here were later surveyed in the paper . . A short research announcement reporting the results detailed in . . This is a survey paper on an interdisciplinary research conducted by him, Maria Adelaide Sneider and Jeffries Wyman, on the existence of a steady state in a biological system: the research results were previously published as . . A paper containing a mathematical proof of the Saint-Venant's principle. . "Having a tenacious memory creates serious problems" (English translation of the title) is a well known work on the fading memory principle and on the consequences implied by its not careful adoption. . . In the work "Boundary value problems for pluriharmonic functions" (English translation of the title) a trace condition for pluriharmonic functions is proved. . . In this paper, it is proved that a necessary and sufficient condition for a harmonic function defined on a ball in to be pluriharmonic is to satisfy the Amoroso integral equation. . In this article, Morera's theorem for analytic functions of several complex variables is proved under the sole hypothesis of local integrability for the given function . . A paper describing the ideas of , giving some extensions of those ideas and a solution for a particular Cauchy problem for holomorphic functions of several variables. . Gaetano Fichera last, postumhous scientific paper, prepared for the publication by Olga Arsenievna Oleinik and his wife. (vol. 1), (vol. 2), (vol. 3). Three volumes collecting the most important mathematical papers of Gaetano Fichera in their original language and typographical form, including a biographical sketch of Olga A. Oleinik Historical and survey papers . An ample survey paper on results on the solutions of linear integral and partial differential equation obtained by the research team of Mauro Picone at the Istituto Nazionale per le Applicazioni del Calcolo, by using methods from functional analysis. . A survey paper about the theory of approximation of and by analytic functions of a complex variable. . . The address of Gaetano Fichera given on the occasion of