P. Bayer, Butlletí de les Societats Catalanes de Física, Química, pp.75-127, 1984.

G. Beliakov and Y. Matiyasevich, Approximation of Riemann's zeta function by finite Dirichlet series : multiprecision numerical approach

H. Bergson, L'évolution créatrice Alcan, 1907.

N. Bouleau, Les deux sortes de beauté de Christopher Wren, Tangente hors-série, vol.14, pp.34-37, 2003.

N. Bouleau, Introductionà la philosophie des sciences Spartacus-idh, 2017.

N. Bouleau and J. Girard, Louveau A. Five Conferences on Undecidability

R. Hoffmann, In Praise of Synthesis, American Scientist, vol.79, 1991.

E. Kowalski, Arithmetic randonnée, an Introduction to Probabilistic Number Theory, 2020.

G. Longo and P. E. Tendero, The differential method and the causal incompleteness of Programming Theory in Molecular Biology" Foundations of science, 2007.

E. Manstavicius, Functional Limit Theorens in Probabilistic Number Theory" In : Bolyai Society Mathematical studies.11 : Paul Erdös and His Mathematics, pp.465-491, 2002.

Y. Matiyasevich, The Riemann Hypothesis and eigenvalues of related Hankel matrices. I " PDMI, 2014.

M. Margenstern, Frontier between decidability and undecidability : a survey, Theoretical Computer Science, vol.231, pp.217-251, 2000.

A. Palladio, I Quattro libri dell'architettura, 1570, (trad, 1980.

B. Riemann, Ueber die Anzahl der Primzahlen unter einer gegebenen Grösse, Monatsberichte der Berliner Akademie, 1859.

A. Schopenhauer, Die Welt als Wille und Vorstellung, pp.1818-1844

W. Schwarz, Some highlights from the history of probabilistic number theory, Probability and Number Theory -Kanazawa, vol.49, pp.367-419, 2005.

, Commeécrivait Pierre Samuel il y a un demi-siècle déjà "L'oubli des limitations de la science est la cause directe de plusieurs des mythes qui constituent le credo du scientisme, 1971.