Special Issue Newton Geneva Edition | Philosophical Transactions A-Royal Society

1. Prof. Raffaele Pisano (University of Lille, France) & Prof. Paolo Bussotti (University of Udine, Italy). Introduction to Newton’s Philosophiae Naturalis Principia Mathematica Geneva Edition ([1739-1742]1822) as a Crucial Relationship between Physics–Mathematics: Oxford University Press Editorial Project, 5 Vols 
2. Dr. Jo Ashbourn (University of Oxford, UK). Introduction to Special Issue's Articles

Part Two [6 Articles, Original Historical-Scientific Research] Scientific–Historical in the field of Newton, Newton's Principia and its Reception, Newton Principia Geneva edition, the Relationship Physics–Mathematics into History of Science, non-definitive titles

1. Dr. Philip Beeley (University of Oxford, UK) Helvetian Readings of Newton. The Geneva Edition of the Principia in the Context of the Scientific Networks of Cramer and Calandrini
2. Prof. Paolo Bussotti (University of Udine, Italy) & Prof. Raffaele Pisano (University of Lille, France) Conceptual Frameworks from Newton's Principia and Newton Principia Geneva Edition (1687[1739-1742]1822): Cases-Studies and Analysis of the Problem of Isochronism), Proposition LIII
3. Dr. Chris G. Lewin (Institute and Faculty of Actuaries, UK) Newton and Compound Interest
4. Prof. Sarah Hutton (University of York, UK). Debating Newtonianism in France, England and Italy. Emilie du Châtelet's Critique of James Jurin
5. Prof. Flavia Marcacci (Pontifical Lateran University, Vatican Sate). Newton’s Astronomy in the Third Book of the Principia Geneva Edition (1822): Propositions XIII-XIV
6. Prof. Raffaele Pisano (University of Lille, France) & Prof. Paolo Bussotti (University of Udine, Italy). The Physics–Mathematics Interplay in Newton Principia Geneva Edition (1822): A New Case Study on the Three-body Problem, Proposition LXVI–Theorem XXVI

Part Three [11 Articles, Original Scientific Research] Mechanics, Astrophysics, Physics-Mathematics Research, non-definitive titles. Pure Science in the Field of the Relationship Physics–Mathematics in Mechanics – Statics and Dynamics –, in all its expressive pure/applied science (Physics, Mathematics And Engineering) and related topics and with reference to Newtonian Mechanics and related Physical–Mathematical (and vice, Mathematical–Physics) theories/17^th-19^th Century, as well.

1. Prof. Diederick Aerts (Free University, Belgium) & Prof. Sandro Sozzo (University of Udine, Italy). From Newtonian to Quantum Mathematics. A new Mechanical Approach to Statistical Physics & AI, Part One
2. Prof. Diederick Aerts (Free University, Belgium) & Prof. Sandro Sozzo (University of Udine, Italy). From Newtonian to Quantum Mathematics. A new Mechanical Approach to Statistical Physics & AI, Part Two
3. Dr. Stefano Ansoldi (University of Udine, Italy). Beyond Newtonian Theory: Higher Order Dynamical Equations
4. Prof. Marco Ceccarelli (University of Roma Tor Vergata, Italy). From Newtonian Mechanics to Mechatronic
5. Prof. Valerio Faraoni (University of Bishops, Canada). From Newton to Hawking and back: Newtonian analogies in spherical spacetimes, gravitolectromagnetism, and Hawking mass
6. Prof. Jean-Marc Levy-Leblonde (University of Nice, France). Rethinking Keplerian orbits, from Newton to Feynman: Geometrical, Mathematical and Physical Conceptual Frameworks
7. Prof. Vladik Kreinovich (University of Texas at El Paso, USA) & Prof. Olga Kosheleva (University of Texas at El Paso, USA). Is Energy Local? Counterintuitive Non-Locality of Energy in General Relativity Can Be Naturally Explained on the Newtonian Level
8. Prof. Agamenon Oliveira (University of Rio de Janiero, Brazil). Newton's Second Law: The Differential Formulation and Its Implications
9. Mr. Federico Scali (PhD Student, University of Insubria, Como, Italy). The Cosmological Constant Problem. From the Newtonian Cosmology to the Greatest Puzzle of the Modern Theoretical Cosmology
10. Prof. Sebastiano Sonego (University of Udine, Italy). On potential Momentum
11. Mrs Maria Paola Vaccaro (PhD Student, Heidelberg University, Germany) Astrophysics: a Modern Discipline with a Newtonian origin