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Gilles de Roberval
Objectiones Qvintae Y Disqvisitio Metaphysica De Pierre Gassendi
Pascal's and Huygens's Game-Theoretic Foundations For
A Tale of the Cycloid in Four Acts
Cycloid Article(Final04)
Marin Mersenne As Mathematical Intelligencer
Figurate Numbers and Sums of Numerical Powers: Fermat, Pascal, Bernoulli
Circular Reasoning: Who First Proved That $ C/D $ Is a Constant?
History of Mathematics 17Th Century Developments
2009 Math History (Open) 1 E Is None of These 1) a Sizable Portion of Our
Isaac Barrow English Version
Awareness and Cavalieri's Principle
Naming Infinity: a True Story of Religious Mysticism And
The Origins of Mathematical Societies and Journals
The History of the Cycloid Curve
Why Cycloids? • the Basic Idea Is Easy to Comprehend and Engaging
Archimedes' Works in Conoids As a Basis for the Development Of
Pascal's and Huygens's Game-Theoretic Foundations for Probability
MATH 5400, History of Mathematics Lecture 7: 17Th to Early 18Th Centuries
Top View
A Survey of the Networks Bringing a Knowledge of Optical Glass-Working to the London Trade, 1500-1800
Hermann Cohen's Principle of the Infinitesimal Method and Its History (PIM)
Pierre De Fermat Ismail Tawil