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John Wallis
Biografías
J. Wallis the Arithmetic of Infinitesimals Series: Sources and Studies in the History of Mathematics and Physical Sciences
Who Invented the Calculus? - and Other 17Th Century Topics Transcript
A Probabilistic Proof of Wallis's Formula for Π
Wallis's Product, Brouncker's Continued Fraction, and Leibniz's Series Author(S): Jacques Dutka Source: Archive for History of Exact Sciences, Vol
Sources and Studies in the History of Mathematics and Physical Sciences
John Wallis and Transcendence: Measuring the Circle
John Wallis (1616–1703), Oxford's Savilian Professor
The Birth of Calculus: Towards a More Leibnizian View
A Concise History of Mathematics the Beginnings 3
Throughout the 18Th Century Oxford Was Central in the Development of Newtonian Philosophy. Edmond Halley, the Most Famous Englis
SF-01 (1-27) 9/5/00 9:40 AM Page Viii SF-01 (1-27) 9/5/00 9:40 AM Page 1
The Mathematical Minister: John Wallis (1616-1703) at the Intersection of Science, Mathematics, and Religion
Microbios II
The Relation Between Leibniz and Wallis: an Overview from New Sources and Studies
400 Years of Savilian Professors of Geometry
Oxford Figures
The Transition to Calculus - Part II !
Top View
A Dame and Four Knights
History of Mathematics: 17Th and 18Th Century Mathematicians 2007 National Mu Alpha Theta Convention NOTA Means “None of the Above”
October 2003
The Spirit of Mathematics
End of Course Assignment
IN MEMORIAM John Fauvel
Wallis on Indivisibles Antoni Malet, Marco Panza
Evaluating the Probability Integral Using Wallis's Product Formula for Π
Edmond Halley (1727): on the Shoulders of Giants Transcript
An Elementary Proof of the Wallis Product Formula for Pi
Chapter 6. the Origins of the Differential and Integral Calculus
John Wallis and Oxford
How Euler Did It
The Wallis Product, a Connection to Pi and Probability, and Maybe the Gamma Function Perhaps?
Mathematical Method
1. Wallis' Product
An Elementary Proof of Wallis' Product Formula for Pi
John Wallis English Version
The Secret Life of Continued Fractions
Pure Maths Fun Crazy Mathematical Ideas?
HISTORY of MATHEMATICS: REFERENCES (Mainly Books, for the Most Part in English)