Linked from

The 32 pages that link to Blaise Pascal, each with the reason it gives.

• Dutch RepublicCompared with: His exchanges with Descartes connect the republic's intellectual life to debates beyond its borders.

• Probability theoryRelated: His correspondence with Fermat addressed foundational problems of chance.

• Projective geometryRelated: His conic theorem became a landmark of early projective geometry.

• Fluid mechanicsRelated: Pascal's principle describes how pressure changes applied to a confined fluid are transmitted.

• ProbabilityRelated: His correspondence with Pierre de Fermat analyzed how to divide stakes in an interrupted game.

• CombinatoricsRelated: His study of the arithmetic triangle shaped early techniques for counting selections.

• Binomial theoremRelated: His treatise connected the triangle's entries with binomial coefficients.

• Pierre de FermatRelated: Pascal and Fermat exchanged letters about games of chance, helping establish probability theory.

• BarometerRelated: His mountain measurements tested how pressure changes with altitude.

• Pascal's triangleRelated: His 1654 treatise systematized properties of the triangle, giving it its common Western name.

• FideismRelated: His wager and account of the heart illustrate approaches to belief beyond demonstrative proof.

• Pascal's theoremRelated: He discovered the hexagon theorem as a teenager and published it in 1640.

• AphorismRelated: His Pensées preserves fragmentary arguments and striking formulations on human nature and faith.

• Pascal (unit)Related: The pressure unit bears his name in recognition of his work on fluids and pressure.

• Religious epistemologyRelated: His wager treats belief as a practical choice under uncertainty, not simply an evidential conclusion.

• JansenismRelated: His polemics made the Jansenist controversy influential in French literary and religious life.

• Mechanical calculatorRelated: His machine addressed the repetitive calculations required in his father's tax work.

• High-pressure processingRelated: The method is sometimes called pascalization in reference to his work on pressure.

• Jacob BernoulliRelated: Pascal’s foundational probability work formed part of Bernoulli’s intellectual inheritance.

• Christian philosophyRelated: His writings explore the limits of reason and the existential stakes of belief in God.

• Evangelista TorricelliRelated: Pascal extended the barometric investigations that Torricelli had begun.

• Pascal's wagerRelated: He formulated the wager in notes published after his death.

• Yang HuiCompared with: The triangle's European eponym reflects a later mathematical tradition, not its earliest known Chinese use.

• Girard DesarguesRelated: Pascal’s conic theorem extended projective ideas developed in Desargues’s work.

• Faith and rationalityRelated: His wager frames religious commitment as a practical decision under uncertainty.

• History of probabilityRelated: His 1654 exchange with Fermat addressed the problem of points.

• Pappus's hexagon theoremRelated: His hexagon theorem extends the same collinearity pattern from lines to conics.

• Desargues's theoremRelated: Pascal's theorem belongs to the projective tradition shaped by Desargues's work.

• History of combinatoricsRelated: His correspondence with Fermat addressed the problem of points and helped launch probability theory.

• History of computing hardwareRelated: His Pascaline demonstrated practical mechanized arithmetic in the seventeenth century.

• Lev ShestovRelated: Shestov shared Pascal’s suspicion that reason cannot exhaust religious truth.

• William James SidisCompared with: Pascal’s early mathematical achievements developed into a prominent public scientific career.