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‎Novi systematis permutationum combinationum ac variationum primae lineae et logisticae serierum formulis analytico-combinatoriis per tabulas exhibendae conspectus et specimina. - [""FOUNDER OF THE COMBINATORIAL SCHOOL IN GERMANY""]‎

‎Leipzig, S. L. Crusium, 1781. 4to. Bound uncut in a nice recent cardboard-binding with red leather title-label to spine with gilt lettering. Title-page partly detached. Occassional brownspotting throughout. XII, LXXXIII, (1) pp.‎

‎Rare first edition of Hindenburg's paper on combinatorics, which partly earned him the title as ""founder of the combinatorial school"" (DSB) in Germany. Combinational mathematics was not new at that time: Pascal, Leibniz, Wallis, the Bernoullis, De Moivre, and Euler, among others, had contributed to it. Hindenburg and his school attempted, through systematic development of combinatorials, to give it a key position within the various mathematical disciplines. ""Combinatorial consideration, especially appropriate symbols, were useful in the calculations of probabilities, in the development of series, in the inversion series, and in the development of formulas for higher differentials. The utility led Hindenburg and his school to entertain great expectations: they wanted combinatorial operations to have the same importance as those of arithmetic, algebra, and analysis. They developed a complicated system of symbols for fundamental combinatorial concepts, such as permutations, variations, and combinations."" (DSB)‎

‎Infinitinomii dignitatum Exponentis Indeterminati. Historia, Leges ac Formulae... Accessit Methodus Potentiarum problematis solvendis quamplurimis accomodata et Serierum ab evolutione factorum quotcunque oriundum genesis…‎

‎Gottingae, Dietrich, 1779. XXII. 180 pages. (21,5x17,5 Cm). Demi basane de l'époque. Dos lisse orné. Dos frotté. Coins et coiffes émoussés. Ouvrage sur le calcul différentiel, son histoire et le rôle des grands mathématiciens: Leibnitz, de Moivre, Bernouilli, Euler, etc. Rousseurs. Mouillure claire sur quelques pages. ‎

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