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Zum Hilbertschen Aufbau der reellen Zahlen. - [THE ACKERMANN FUNCTION - THE FIRST TOTAL COMPUTABLE FUNCTION]
Berlin, Julius Springer, 1928. 8vo. Without wrappers as extracted from ""Mathematische Annalen, 99. Band. 1928"". Pasted on backstrip in marbled paper. Internally fine and clean. Pp. 118-33
First printing of Ackermann's seminal paper in which the famous and exceedingly influential ""Ackermann Function"" was presented for the first time: ""One of the most important functions in computer science"". (Darling, The universal book of mathematics, p. 6)After Ackermann had published his function many mathematicians modified it and altered it to suit various purposes so that today ""the Ackermann function"" may refer to any of numerous variants of the original function.
Begründung des ""tertium non datur"" mittels der Hilbertschen Theorie der Widerspruchsfreiheit. - [ACKERMANN'S DISSERTATION]
Berlin, Julius Springer, 1925. In: 'Mathematische Annalen', volume 93, pp.1-36. Entire volume offered here (314 pp.) Bound in modern full cloth. Ex-library stamp on title page.
First edition of Ackermann's doctorial dissertation. Ackermann was a student of Hilbert and played an important role in the development of 20th century mathematical logic.
