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Sir Isaac Newton and the Theory of Gravity, Liebig Card (print)
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Bertrand Arthur William Russell (1872-1970) 3rd Earl Russell (b/w photo)
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Alfred North Whitehead (b/w photo)
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Bertrand Arthur William Russell (1872-1970) 3rd Earl Russell (b/w photo)
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Bertrand Arthur William Russell (1872-1970) 3rd Earl Russell (b/w photo)
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Principia philosophiae. Principles of Philosophy.  Title page. (print)
Title page
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Francis Home (oil on canvas)
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Title page and frontispiece of Principia Legis & Æquitatis: being an alphabetical collection of maxims, principles or rules, definitions and memorable sayings in law and equity, 1753 (print)
Elmar Eder, 1974 (b/w photo)
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Elmar Eder, 1974 (b/w photo)
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Elmar Eder, 1974 (b/w photo)
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Newton's 'Principia' Handwriting on page of Newton'sÊ 'Principia Mathematica', 1687
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Newton's 'Principia' Handwriting on page of Newton's 'Principia MathematicaÕ, 1687
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Newton's 'Principia' Handwriting on page of Newton'sÊ 'Principia Mathematica', 1687
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Newton's 'Principia' Scholium, from Newton's 'Principia Mathematica', 1687
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Newton's 'Principia' Proposition 38, Theory 29 from Newton's 'Principia MathematicaÕ, 1687
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Newton's 'Principia' ÔA corpuscle
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Newton's 'Principia' Gravitational attraction, 1687
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Principia, 2nd Century, marble and stone.
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Newton's 'Principia' ÔTo describe a quadrilateral
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Dedication page of Newton's 'Principia Mathematica', 1687
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Newton's 'Principia' Pressure through a fluid, 1687
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Newton's 'Principia' ÔBodies that are carried along in a vortex
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Title page to Newton's 'Principia Mathematica', 1687
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Newton's 'Principia' Spiral with intersecting radii, 1687
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Newton's 'Principia' ÔIf pulses are propagated through a fluid
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Newton's 'Principia' To determine the trajectory of a comet moving in a parabola
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Inside title page to Newton's 'Principia Mathematica', 1687
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Newton's 'Principia' ÔIf the density of a fluid composed of particles
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Newton's 'Principia' ÔLet PQR be a spiral that cuts all the radii
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Newton's 'Principia' ÔTo determine the trajectory of a comet moving in a parabola
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Newton's 'Principia' ÔA perpendicular dropped from the focus of a parabola
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1960s: Person opens Philosphiae Naturalis Principia Mathematica by Sir Isaac Newton.
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Philosophia Naturalis Principia Mathematica, 1713 (organic: paper, organic: leather)
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Newton's 'Principia' ÔTo find the hourly variation of the inclination of the lunar orbit
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Newton's 'Principia' ÔTo describe about a given focus any trajectory
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Newton's 'Principia' ÔA body acted on by [two] forces acting jointly
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Newton's 'Principia' ÔThe areas which bodies made to move in orbits describe
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Magnetic map of the Earth, 1734
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Page one of Edmond Halley's Ode to Newton, 1687
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Page two of Edmond Halley's Ode to Newton, 1687
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Edmond Halley, English astronomer, c 1700
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Edmond Halley, English astronomer, c 1700
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Edmond Halley, astronomer, c 1700
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