Ideas of the natural philosophy of ancient times in modern physics

Resonance ◽  
2004 ◽  
Vol 9 (8) ◽  
pp. 99-104
Author(s):  
Breno Moura

In 1772, Joseph Priestley published The History and Present State of Discoveries Relating to Vision, Light and Colours, also known as The History of Optics. The book intended to present all the achievements in the matter of light and colors, from the Ancient times to the 18th century. This paper presents a study of the content of The History of Optics, in order to analyze how it sold Newtonian optics in the historiography of light. It will comprise discussions on Priestley’s views on History, his involvement with optical studies, his perceptions on Newtonian optics and the Biographical Chart included in the book. This analysis can add new elements for the current Historiography on Priestley, clarifying other aspects that demonstrate his commitment to a Newtonian view of the History of Optics, as well as an example of the prestige that Newton’s Natural Philosophy had throughout the 18th century. 


1938 ◽  
Vol 57 ◽  
pp. 1-18 ◽  
Author(s):  
Max Born

The Chair which I have been elected to occupy, in succession to Professor Darwin, is associated with the name of a great scholar of our fathers' generation, Peter Guthrie Tait. This name has been familiar to me from the time when I first began to study mathematical physics. At that time Felix Klein was the leading figure in a group of outstanding mathematicians at Göttingen, amongst them Hilbert and Minkowski. I remember how Klein, ever eager to link physics with mathematics, missed no opportunity of pointing out to us students the importance of studying carefully the celebrated Treatise on Natural Philosophy of Thomson and Tait, which became a sort of Bible of mathematical science for us.


2013 ◽  
Vol 55 (1) ◽  
pp. 4-10
Author(s):  
Raffaele Pisano

What about science, society and education in the history? In the 19th century Europe the figure of the scientific engineer is emerging. In Paris the Grandes Écoles were founded, where the most distinguished mathematicians of the time taught to students and drew up treaties. and Joseph–Louis Lagrange (1736–1813) and Gaspard Monge (1746–1818) were among the first professors of mathematics at École Polytechnique (1794), a military school for the training of engineers. In 1794 the École Normal of Paris was also born, in 1808, the École normale supérieure Paris was founded, a school that had as its goal the training of teachers of both science and humanities. On this model, with a Napoleonic decree of 1813, it was established the first foundation of the Scuola Normale in Pisa. The attention of the French mathematicians toward applications was therefore, at least in part, due to the need of educational institutions to train technicians for the new state. Such an attitude is not found in Germany, the country that in the nineteenth century was with France at the forefront of European mathematics. On the one hand, great importance was attributed to purely theoretical disciplines, such as number theory and abstract algebra, on the other hand the natural philosophy aim to frame in the same theory at all the physical disciplines. In Germany a great engineering school eventually developed which become dominant in Europe. But interaction between scientists and engineers has existed since ancient times: e.g., for the study of prototypes and machines for the society. Questions might be: when, why and how the tension between mathematics, physics, astronomy, gave rise to a new scientific discipline, the modern engineering? What is the conceptual bridge between sciences researches and the organization of technological researches in the development of the industry?


Author(s):  
Dmitri Nikulin

Chapter 10 considers the structure of Proclus’ rarely discussed Elements of Physics and its original contribution to the understanding of physics in antiquity. It is argued that the purpose of the treatise is not only a systematic arrangement of the arguments scattered throughout Aristotle’s works on natural philosophy, using the structure of Euclid’s Elements as a model. Proclus also aims to develop a universal theory of motion or physical change that establishes the first principles as definitions, formulates and demonstrates a number of mutually related propositions about natural objects, and culminates in establishing the existence and properties of the prime mover. Unlike modern physics, which presupposes the applicability of mathematics to physics, Proclus shows that the study of natural phenomena in the more geometrico way can be a systematic rational science arranged by means of logic rather than mathematics.


Author(s):  
Joanna Partyka

Since ancient times, curiosity (curiositas) was perceived as a misdeed, negative passion resulting from an irrepressible drive in the pursuit of knowledge and associated with conceit. However, its positive aspect did not go unnoticed. This was associated with moderate inquisitiveness, which did not exceed the limits of cognition, and was determined by the existing worldview (curiositas versus studiositas). There existed a conviction that women, being closer to nature and unable to control their emotions, were more likely to succumb to undesirable curiosity; the mythical Pandora and biblical Eve being cited as examples to further underscore the point. Hence, they were taught the ability to refrain from wanting to satisfy their curiosity. In spite of this, 17th century Europe witnessed the emergence of women, many of whom were authors of scholarly essays and dissertations, works of encyclopedic nature, of textbooks and manuals on natural philosophy, “books of secrets”, of women’s writing, and of poems describing the universe. In the Republic of Poland, though, this type of creative activity was, for quite some time, met with utter incomprehension or no acceptance, if not outright criticism.


Philosophies ◽  
2019 ◽  
Vol 4 (1) ◽  
pp. 3
Author(s):  
Klaus Mainzer

In the age of digitization, the world seems to be reducible to a digital computer. However, mathematically, modern quantum field theories do not only depend on discrete, but also continuous concepts. Ancient debates in natural philosophy on atomism versus the continuum are deeply involved in modern research on digital and computational physics. This example underlines that modern physics, in the tradition of Newton’s Principia Mathematica Philosophiae Naturalis, is a further development of natural philosophy with the rigorous methods of mathematics, measuring, and computing. We consider fundamental concepts of natural philosophy with mathematical and computational methods and ask for their ontological and epistemic status. The following article refers to the author’s book, “The Digital and the Real World. Computational Foundations of Mathematics, Science, Technology, and Philosophy.”


Author(s):  
Breno Moura

In 1772, Joseph Priestley published The History and Present State of Discoveries Relating to Vision, Light and Colours, also known as The History of Optics. The book intended to present all the achievements in the matter of light and colors, from the Ancient times to the 18th century. This paper presents a study of the content of The History of Optics, in order to analyze how it sold Newtonian optics in the historiography of light. It will comprise discussions on Priestley’s views on History, his involvement with optical studies, his perceptions on Newtonian optics and the Biographical Chart included in the book. This analysis can add new elements for the current Historiography on Priestley, clarifying other aspects that demonstrate his commitment to a Newtonian view of the History of Optics, as well as an example of the prestige that Newton’s Natural Philosophy had throughout the 18th century. 


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