Can Mathematics Be Proved Consistent?

• I. Gödel's Steps Toward Incompleteness.- II. The Saved Sources on Incompleteness.- III. The Shorthand Notebooks.- IV. The Typewritten Manuscripts.- V. Lectures and Seminars on Incompleteness.- Index.- References.

“The present volume, an early fruit of a long-term project to publish all of the material in Gödel’s mathematical workbooks, gives a foretaste of the riches that … should whet the appetites of scholars interested in the history of modern logic … . The reviewer deems this book to be a significant addition to the literature on Gödel and his life and work. It should have broad appeal to historians of logic, and its low price should encourage its purchase.” (John W. Dawson, Philosophia Mathematica, July 9, 2022)“This is an interesting book showing how Gödel came to his famous result on incompleteness. It will be appreciated by logicians and historians of logic and the foundations of mathematics.” (Roman Murawski, Mathematical Reviews, December, 2021)“The very many interesting historical facts about and around the discovery of the incompleteness theorems, discussed in this fascinating book. … The book is very well-written, historically, mathematically, and philosophically. … I strongly recommend reading this book for anyone interested in the incompleteness phenomenon, which is one of the greatest achievements of science in the 20th century.” (Saeed Salehi, zbMATH 1466.03001, 2021)