Isaac Newton
Isaac Newton
Bookitis has not yet captured a biography for this author, but the catalog links below show the books currently associated with this profile.
Overview
Catalog identity and bibliographic footprint for this author.
Catalog identity
How this author appears inside the active Bookitis catalog.
Display name
Personal name
Source identifier
Featured books
Representative editions for works actually authored by this person.
- Image source: Open LibraryO
Opticks
cover - Image source: Open LibraryCS
Geographia generalis
cover - שושלושים ואחת הקושיותIsaac Newton
שלושים ואחת הקושיות
no cover - OLOpticks, London, 1704Isaac Newton
Opticks, London, 1704
no cover - NNyūtonIsaac Newton
Nyūton
no cover - AAntologiaIsaac Newton
Antologia
no cover - MPMathematical principles of natu...Isaac Newton
Mathematical principles of natural philosophy
no cover - TMTheological manuscriptsIsaac Newton
Theological manuscripts
no cover - SISir Isaac Newton's Mathematical...Isaac Newton
Sir Isaac Newton's Mathematical principles of natural philosophy and his System of the world
no cover - MUMoskovskiĭ universitet--pami︠a︡...Isaac Newton
Moskovskiĭ universitet--pami︠a︡ti Isaaka Nʹi︠u︡tona, 1643-1943
no cover - MNMatematicheskie nachala natural...Isaac Newton
Matematicheskie nachala naturalʹnoi filosofii
no cover - N"Newton's "Principia,"Isaac Newton
Newton's "Principia,"
no cover - PDPrincipii di filosofia naturaleIsaac Newton
Principii di filosofia naturale
no cover - OOOptik; oder, Abhandlung über Sp...Isaac Newton
Optik; oder, Abhandlung über Spiegelungen, Brechungen, Beugungen und Farben des Lichts (1704)
no cover - NPNewton's PrincipiaIsaac Newton
Newton's Principia
no cover - PPrincipiaIsaac Newton
Principia
no cover - SISir Isaac Newton's Mathematisch...Isaac Newton
Sir Isaac Newton's Mathematische Principien der Naturlehre
no cover - SISir Isaac Newton's Enumeration...Isaac Newton
Sir Isaac Newton's Enumeration of lines of the third order, generation of curves by shadows, organic description of curves, and construction of equations by curves
no cover - TFThe first three sections of New...Isaac Newton
The first three sections of Newton's Principia
no cover - COCorrespondence of Sir Isaac New...Isaac Newton
Correspondence of Sir Isaac Newton and Professor Cotes
no cover - INIsaac Newton, respondent, again...Isaac Newton
Isaac Newton, respondent, against James R. Burtis, appellant
no cover - NPNewton's PrincipiaIsaac Newton
Newton's Principia
no cover - TNThe ninth and eleventh sections...Isaac Newton
The ninth and eleventh sections of Newton's principia
no cover - PNPhilosophiae Naturalis Principi...Isaac Newton
Philosophiae Naturalis Principia Mathematica
no cover
Works in catalog
Quick navigation into the work-level grouping pages behind the featured books.
- Open Work
Opticks
- Open Work
Geographia generalis
- Open Work
שלושים ואחת הקושיות
- Open Work
Opticks, London, 1704
- Open Work
Nyūton
- Open Work
Antologia
- Open Work
Mathematical principles of natural philosophy
- Open Work
Theological manuscripts
- Open Work
Sir Isaac Newton's Mathematical principles of natural philosophy and his System of the world
- Open Work
Moskovskiĭ universitet--pami︠a︡ti Isaaka Nʹi︠u︡tona, 1643-1943
- Open Work
Matematicheskie nachala naturalʹnoi filosofii
- Open Work
Newton's "Principia,"
- Open Work
Principii di filosofia naturale
- Open Work
Optik; oder, Abhandlung über Spiegelungen, Brechungen, Beugungen und Farben des Lichts (1704)
- Open Work
Newton's Principia
- Open Work
Principia
- Open Work
Sir Isaac Newton's Mathematische Principien der Naturlehre
- Open Work
Sir Isaac Newton's Enumeration of lines of the third order, generation of curves by shadows, organic description of curves, and construction of equations by curves
- Open Work
The first three sections of Newton's Principia
- Open Work
Correspondence of Sir Isaac Newton and Professor Cotes
- Open Work
Isaac Newton, respondent, against James R. Burtis, appellant
- Open Work
Newton's Principia
- Open Work
The ninth and eleventh sections of Newton's principia
- Open Work
Philosophiae Naturalis Principia Mathematica