Philosophiae Naturalis Principia Mathematica by Isaac Newton (Annotated & Illustrated) (Annotated & Illustrated) (Latin Edition)

Philosophiae Naturalis Principia Mathematica by Isaac Newton (Annotated & Illustrated) (Annotated & Illustrated) (Latin Edition) Table Of Contents Are Active Completed Annotated About The Author, About This Ebook, Historical Context And Postscript English This Book Is The Original Latin Language Illustrated The Original And Some Illustrations.Philosophi Naturalis Principia Mathematica, Latin For Mathematical Principles Of Natural Philosophy , Often Referred To As Simply The Principia, Is A Work In Three Books By Sir Isaac Newton, First Published 5 July 1687 After Annotating And Correcting His Personal Copy Of The First Edition, Newton Also Published Two Further Editions, In 1713 And 1726 The Principia States Newton S Laws Of Motion, Forming The Foundation Of Classical Mechanics, Also Newton S Law Of Universal Gravitation, And A Derivation Of Kepler S Laws Of Planetary Motion Which Kepler First Obtained Empirically The Principia Is Justly Regarded As One Of The Most Important Works In The History Of Science.The French Mathematical Physicist Alexis Clairaut Assessed It In 1747 The Famous Book Of Mathematical Principles Of Natural Philosophy Marked The Epoch Of A Great Revolution In Physics The Method Followed By Its Illustrious Author Sir Newton Spread The Light Of Mathematics On A Science Which Up To Then Had Remained In The Darkness Of Conjectures And Hypotheses A Recent Assessment Has Been That While Acceptance Of Newton S Theories Was Not Immediate, By The End Of A Century After Publication In 1687, No One Could Deny That Out Of The Principia A Science Had Emerged That, At Least In Certain Respects, So Far Exceeded Anything That Had Ever Gone Before That It Stood Alone As The Ultimate Exemplar Of Science Generally In Formulating His Physical Theories, Newton Developed And Used Mathematical Methods Now Included In The Field Of Calculus But The Language Of Calculus As We Know It Was Largely Absent From The Principia Newton Gave Many Of His Proofs In A Geometric Form Of Infinitesimal Calculus, Based On Limits Of Ratios Of Vanishing Small Geometric Quantities In A Revised Conclusion To The Principia See General Scholium , Newton Used His Expression That Became Famous, Hypotheses Non Fingo I Contrive No Hypotheses.

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  • 531 pages
  • Philosophiae Naturalis Principia Mathematica by Isaac Newton (Annotated & Illustrated) (Annotated & Illustrated) (Latin Edition)
  • Isaac Newton
  • English
  • 23 June 2017

10 thoughts on “Philosophiae Naturalis Principia Mathematica by Isaac Newton (Annotated & Illustrated) (Annotated & Illustrated) (Latin Edition)

  1. says:

    Of course I have never read the entire text of this monumental work I did read several parts of it in the period 1972 1974 when I was studying the History Philosophy of Science at the University of Melbourne, and still have the two volume paperback set printed by the University of California Press in 1974 originally published by UC in 1934.There are a lot of mathematical proofs scattered throughout the volumes, which were mostly less interesting to me than parts I could read as simply l Of co...

  2. says:

    What did i learn from this book I finally learned why Newton is a genius Why the planets stay in orbit Why reason finally and forever took the place of authority I learned when science was once and for all declared the way to know I learned why calculus is necessary and why Newton invented it I learned why math is the language of the universe I learned why geometry is so important.I am in awe of Newton Everything and everyone who followed him was influenced by him Not just in the scien What did i learn from this book I finally learned why Newton is a genius Why the planets stay in orbit Why reason finally and forever took the place of authority I learned when science was once and for all declared the way to know I learned why calculus is necessary and why Newton invented it I learned why math is the...

  3. says:

    I tried But this is Newton using geometry to explain the calculus behind his theory of gravity Every few pages, between the charts and equations, he writes a one or two sentence introduction to the proposition about to be proved I understood those Mostly And I could see this is where Newton s Laws of Motions come from His proofs are beyond me though.Interestingly, one of the few other things I could understand, beyond his Preface, was the General Scholium at the end After describing the h I tried But ...

  4. says:

    First, A Clarification The publication I have is the hardcover revision by Florian Cajori of Andrew Motte s 1729 English translation, copyrighted in 1934 by the Regents of the University of California, and published by UC Berkeley and UCLA Press.I should also note that, although I have read Newton s Principia several times over several years and for various reasons, I doubt I have ever completed the whole book To do so would be advisable only under limited circumstances.For whatever reason, Ne First, A Clarification The publication I have is the hardcover revision by Florian Cajori of Andrew Motte s 1729 English translation, copyrighted in 1934 by the Regents of the University of California, and published by UC Berkeley and UCLA Press.I should also note that, although I have read Newton s Principia several time...

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  6. says:

    One of the most intelligent and influential books of all time Period This is an older read I remember fondly enough to rate the full 5 stars even though it has been a while.

  7. says:

    This review has been hidden because it contains spoilers To view it, click here I learned that there are some problems which simply cannot be solved with a particular framework that Bezier curves are a fantastic introduction to the philosophical principles of the calculus that I can, in fact, do ma...

  8. says:

    The original book is one of the foundational books for modernity, expounding both mechanics and the calculus while explaining astronomy The little digression at the end into theology can be ignored One can imagine an e edition of this book where, as one reads the description of the ratio of this or that, the relevant lines on the diagram were highlighted Even better, when areas are described by line segments belonging to the same line, the e edition could add a side diagram with links to the The original book is one of the foundational books for modernity, expounding both mechanics and the calculus while explaining astronomy The little digression at the end into theology can be ignored One can imagine an e edition of this book where, as one reads the description of the ratio of this or that, the relevant lines on the diagram were highlighted Even better, when areas are described by line segments belonging to the same line, the e edition could add a side diagram with links to the original diagram.That lacking, a print edition c...

  9. says:

    This book, written by Isaac Newton in 1588, served as the foundation of physics forthan 300 years, or up to the time Einstein developed relativity theory The fact that it is still in printthan 400 years after being written puts it in nearly the same class as the bible One does not actually read this book so much as marvel at it The book is chock full of hundreds of geometric diagrams which essentially deal with systematic measurement and calculation The thing that strikes one mos This book, written by Isaac Newton in 1588, served as the foundation of physics forthan 300 years, or up to the time Einstein developed relativity theory The fact that it is still in printthan 400 years after being written puts it in nearly the same class as the bible O...

  10. says:

    an ingenious and energetic builder who s astonishingly brilliant at composing gorgeous monuments of the most intensely clever design Sometimes these appear as great books like the Principia itself Sometimes they appear in experiments But we would be wrong to look for a single key which unlocks the whole mystery of Isaac Newton.The Mathematical Principles of Natural Philosophy 1729 An English translation by Andrew Motte, based on the 1726 3rd edition of Philos...

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