RIM MONOGRAPHS
IN MATHEMATICS
H. Pogorzelski
and W. Ryan, Foundations of Semiological Theory of Numbers.
Volume I, General Semiology (1982). Volume II,
Semiological Functions (1985). Volume III, Foundations
of Computability (1988). Ordering Information
H. Pogorzelski
and W. Ryan, Foundations of Semiological Theory of Numbers.
Volume O1, General Semiology (2010). Volume O2,
Semiological Functions (2010). Volume O3, Foundations
of Computability (2010). (Republications of the above Volumes). Ordering Information
H. Pogorzelski
and W. Ryan, Transtheoretic Foundations of Mathematics.
Series I, Natural Numbers. Volume IA, Foundations
(1997). Ordering Information
H. Pogorzelski
and W. Ryan, Transtheoretic Foundations of Mathematics.
Series I, Natural Numbers. Volume IB, Arithmetics (1997). Ordering Information
H. Pogorzelski,
Transtheoretic Foundations of Mathematics. Series I, Natural
Numbers. Volume IC, Goldbach Conjecture (1997).Ordering Information
H. Pogorzelski,
Transtheoretic Foundations of Mathematics. Series II, Irrational
Numbers. Volume I, Riemann,
Hasse and Landau Conjectures (2004). Ordering Information
H. Pogorzelski,
Transtheoretic Foundations of Mathematics. Series II, Irrational
Numbers. Volume II, Cantor,
Dedekind and Weil Conjectures (2005). Ordering Information
H. Pogorzelski,
Transtheoretic Foundations of Mathematics. Series II, Irrational
Numbers. Volume III, Computational Inaccessibility,
Poincaré Disks and the Riemann Hypothesis (2006). Ordering Information
H. Pogorzelski,
Volume 0, Reviews in Mathematics. Review of M. Kline's
Mathematics: The Loss of Certainty, and extensive Comments (2008).
H. Pogorzelski,
Volume I, Reviews in Mathematics. Review of H. Weyl's
Philosophy of Mathematics & Natural Science, and extensive Comments
(2009).
H. Pogorzelski,
Volume II, Reviews in Mathematics. Review of S. MacLane's
Mathematics: Form and Function, and extensive Comments (2010).
H. Pogorzelski,
Volume II, Reviews in Mathematics. Review of N. Bourbaki's's
Eléments de Mathématique, and extensive Comments (2012).
H. Pogorzelski,
Mathematical Foundations of Computability. Undergraduate Lecture
Notes (2009).
R. Dedekind,
What are Numbers and What should they be? Translated by H.
Pogorzelski. (1995). Ordering Information
