Levavasseur On the contiguous functions relative to the hypergeometric functions in two variables. (Sur les fonctions contiguës relatives à la série hypergéometrique de deux variables.) (French) JFM 24.0408.01 C. R. CXV, 1255-1258 (1893). Reviewer: Weltzien, Prof. (Zehlendorf) MSC: 33C70 PDFBibTeX XMLCite \textit{Levavasseur}, C. R. Acad. Sci., Paris 115, 1255--1258 (1893; JFM 24.0408.01) Full Text: Gallica
Rogers, L. J. Note on the transformation of an Heinean series. (Note on the transformation of an Heinean series.) (English) JFM 25.0756.02 Messenger (2) XXIII. 28-31 (1893). Reviewer: Glaisher, Prof. (Cambridge) (Lampe, Prof. (Berlin)) MSC: 33C99 PDFBibTeX XML
Lauricella, G. On hypergeometric functions of several variables. (Sulle funzioni ipergeometriche a più variabili.) (Italian) JFM 25.0756.01 Palermo Rend. VII, 111-158 (1893). Reviewer: Krazer, Prof. (Strassburg i. E.) MSC: 33C99 PDFBibTeX XMLCite \textit{G. Lauricella}, Rend. Circ. Mat. Palermo 7, 111--158 (1893; JFM 25.0756.01) Full Text: DOI
Lachtine, L. K. The algebraic equations that are solvable in terms of the hypergeometric functions. (Die algebraischen Gleichungen, die in den hypergeometrischen Functionen auflösbar sind.) (Russian) JFM 25.0753.01 Mosk. Math. Samml. XVI. 597-8l2, XVII. 1-216 (1893). Reviewer: Wassilieff, A., Prof. (Kasan) MSC: 12D05 33C99 PDFBibTeX XML
Markow, A. A. On the entire function \[ \begin{aligned} &x^nF\left(\frac{-n-\Delta}2,\frac{2x-n+1-\Delta}2,1- \Delta,\frac1x\right)\\ &\times F\left( \frac{n+\Delta}2,\frac{2x n+1+\Delta}2,1+\Delta,\frac1x\right)\end{aligned} \] and on more general functions. (Ueber die ganze Function \[ \begin{aligned} &x^nF\left(\frac{-n-\Delta}2,\frac{2x-n+1-\Delta}2,1-\Delta,\frac1x\right)\\ &\times F\left(-\frac{n+\Delta}2,\frac{2x-n+1+\Delta}2,1+\Delta,\frac1x\right)\end{aligned} \] und über die allgemeineren Functionen.) (Russian) JFM 25.0752.01 St. Pétersb. Mém. (7) XLI. Nr. 2 (1893). Reviewer: Wassilieff, A., Prof. (Kasan) MSC: 33C99 PDFBibTeX XML