Newtonianism

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Title page of Isaac Newton's Opticks Opticks by Sir Isaac Newton.png
Title page of Isaac Newton's Opticks

Newtonianism is a philosophical and scientific doctrine inspired by the beliefs and methods of natural philosopher Isaac Newton. While Newton's influential contributions were primarily in physics and mathematics, his broad conception of the universe as being governed by rational and understandable laws laid the foundation for many strands of Enlightenment thought. Newtonianism became an influential intellectual program that applied Newton's principles in many avenues of inquiry, laying the groundwork for modern science (both the natural and social sciences), in addition to influencing philosophy, political thought and theology.

Contents

Background

Newton's Principia Mathematica , published by the Royal Society in 1687 [1] but not available widely and in English until after his death, is the text generally cited as revolutionary or otherwise radical in the development of science. [2] The three books of Principia, considered a seminal text in mathematics and physics, are notable for their rejection of hypotheses in favor of inductive and deductive reasoning based on a set of definitions and axioms. This method may be contrasted to the Cartesian method of deduction based on sequential logical reasoning, and showed the efficacy of applying mathematical analysis as a means of making discoveries about the natural world. [2]

Newton's other seminal work was Opticks , printed in 1704 in Philosophical Transactions of the Royal Society , of which he became president in 1703. The treatise, which features his now famous work on the composition and dispersion of sunlight, is often cited as an example of how to analyze difficult questions via quantitative experimentation. Even so, the work was not considered revolutionary in Newton's time. [2] One hundred years later, however, Thomas Young would describe Newton's observations in Opticks as "yet unrivalled... they only rise in our estimation as we compare them with later attempts to improve on them." [3] [4]

Mathematical philosophy

The first edition of Principia features proposals about the movements of celestial bodies which Newton initially calls "hypotheses"—however, by the second edition, the word "hypothesis" was replaced by the word "rule", and Newton had added to the footnotes the following statement:

... I frame no hypotheses. For whatever is not deduced from the phenomena is to be called a hypothesis; and hypotheses, whether metaphysical or physical, whether of occult qualities or mechanical, have no place in experimental philosophy. [5]

Newton's work and the philosophy that enshrines it are based on mathematical empiricism, which is the idea that mathematical and physical laws may be revealed in the real world via experimentation and observation. [2] It is important to note, however, that Newton's empiricism is balanced against an adherence to an exact mathematical system, and that in many cases the "observed phenomena" upon which Newton built his theories were actually based on mathematical models, which were representative but not identical to the natural phenomena they described. [2]

Newtonian doctrine can be contrasted with several alternative sets of principles and methods such as Cartesianism, Leibnizianism and Wolffianism.

Newton's other beliefs

Despite his reputation for empiricism in historical and scientific circles, Newton was deeply religious and believed in the literal truth of Scripture, taking the story of Genesis to be Moses' eyewitness account of the creation of the solar system. Newton reconciled his beliefs by adopting the idea that the Christian God set in place at the beginning of time the "mechanical" laws of nature, but retained the power to enter and alter that mechanism at any time. [6]

Newton further believed that the preservation of nature was in itself an act of God, stating that "a continual miracle is needed to prevent the Sun and fixed stars from rushing together through Gravity". [6] [7]

Popularization

Portrait of French physicist and Newtonian Emilie du Chatelet Inconnu, portrait de madame Du Chatelet a sa table de travail, detail (chateau de Breteuil) -002.jpg
Portrait of French physicist and Newtonian Émilie du Châtelet

Between 1726 and 1729, French author, philosopher, and historian Voltaire was exiled in England, where he met several English scholars and devotees to the Newtonian system of thought. Voltaire would later bring these ideas back to France with his publication of Lettres Philosophiques and Philosophie de Newton, which popularized Newton's intellectual practices and general philosophy. [8] Later, prominent natural philosopher and friend of Voltaire, Émilie du Châtelet, would publish a French translation of Principia, which met with great success in France. [6]

While Newton was opposed by some members of the religious community for his non-Trinitarian beliefs about God, others believed science itself to be a philosophical exercise, that if done correctly, would lead its practitioners to a greater knowledge and appreciation of God. [9]

In 1737, Italian scholar Count Frencesco Algarotti published a book entitled Newtonianismo per le dame overro dialoghi sopre la luce e i colori, which aimed to introduce female audiences to the work of Newton. The text explained the principles of Newton's Opticks while avoiding much of the mathematical rigor of the work in favor of a more "agreeable" text. The book was later published with a title that made no reference to women, leading some to believe that the female branding of the book was a ploy to avoid censorship. [6]

Influence on other scholars

Scottish philosopher David Hume, likely inspired by the methods of analysis and synthesis which Newton developed in Opticks, was a strong adherent of Newtonian empiricism in his studies of moral phenomena. [10]

Newton and his philosophy of Newtonianism arguably led to the popularization of science in Europe—particularly in England, France, [6] and Germany [9] —catalyzing the Age of Enlightenment.

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References

  1. Sir Isaac Newton (5 February 2016). The Principia: The Authoritative Translation and Guide: Mathematical Principles of Natural Philosophy. University of California Press. ISBN   978-0-520-96481-5.
  2. 1 2 3 4 5 Bernard., Cohen, Ierome (2002-01-01). The Newtonian revolution : with illustrations of the transformation of scientific ideas. Cambridge Univ. Press. ISBN   9780521273800. OCLC   265462302.
  3. Young, Thomas (1802-01-01). "The Bakerian Lecture: On the Theory of Light and Colours". Philosophical Transactions of the Royal Society of London. 92: 12–48. doi: 10.1098/rstl.1802.0004 . ISSN   0261-0523.
  4. 1925-2006., Dalitz, R. H. (Richard Henry); Michael., Nauenberg (2000-01-01). The foundations of Newtonian scholarship. World Scientific Pub. ISBN   9789810239206. OCLC   42968133.CS1 maint: numeric names: authors list (link)
  5. Newtonian Studies. Harvard University Press. 1965-01-01. ISBN   978-0674181854. OCLC   941275050.
  6. 1 2 3 4 5 E., Force, James; 1948-, Hutton, Sarah (2010-01-01). Newton and Newtonianism : new studies. Kluwer Academic. ISBN   9781402022388. OCLC   827177278.CS1 maint: numeric names: authors list (link)
  7. "A new theory of the earth, from its original to the consummation of all things wherein the creation of the world in six days, the universal deluge, and the general conflagration, as laid down in the Holy Scriptures, are shewn to be perfectly agreeable to reason and philosophy : with a large introductory discourse concerning the genuine nature, stile, and extent of the Mosaick history of the creation / by William Whiston ..." name.umdl.umich.edu. Retrieved 2017-05-05.
  8. Bell, Arthur E. (1961). Newtonian Science. London: Edward Arnold.
  9. 1 2 R., Rogers, Moira (2003-01-01). Newtonianism for the ladies and other uneducated souls : the popularization of science in Leipzig, 1687-1750. P. Lang. ISBN   978-0820450292. OCLC   469855126.
  10. 1975-, Demeter, Tamás (2016). David Hume and the culture of Scottish Newtonianism : methodology and ideology in Enlightenment inquiry. Brill. ISBN   9789004327313. OCLC   960722703.CS1 maint: numeric names: authors list (link)