...bent upon proving that n generally is not algebraical, that is, that it can not be the root of any equation having whole numbers for coefficients. But...seventy-seventh volume of the Comptes Rendus, Professor Lindeinann, at tliat time of Freiburg, now of Konigsberg, finally succeeded, in June, 1882, in rigorously...

...proving that n generally is not algebraical, that is, Prof. Lindemann. that it cannot be the root of any equation having whole numbers for coefficients. But...published in the seventy-seventh volume of the " Comptes Kendus," Professor Lindemann, at that time of Freiburg, now of Konigsberg, finally succeeded, in June...

...coefficients. But mathematies had to make tremendons strides forward before the means were at band to accomplish this demonstration. After the French...important preparatory assistance in his treatise Sur la T»O. nenticlle, published in the seventy.seventh voluir tes Rendus, Professor Lindemann, at tbat time...

...bent upon proving that n generally is not algebraical, that isr that it can not be the root of any equation having whole numbers for coefficients. But...published in the seventy-seventh volume of the Comptes Rendun, Professor Lindemnnn, at that time of Freiburg, now of Konigsberg, finally succeeded, in June,...

...bent npon proving that it generally is not algebraical, that is, that it can not be the root of any equation having whole numbers for coefficients. But...preparatory assistance in his treatise Sur la Fonction Exponenticlle, published in the seventy-seventh volume of the Comptes Kendwi, Professor Lindemann,...