The definitions and theorems of the spherics of theodosios

Thomas

1-21

John Marsh and the curious world of decimal arithmetic

Duncan J. Melville

23-42

Euler's discovery and resolution of d'Alembert's paradox

William W. Hackborn

43-57

Euler's work on the surface area of scalene cones

Daniel J. CURTIN

59-67

What mathematics Rittenhouse knew

Marion W. Alexander

69-89

John Playfair's approach to "the practical parts of the mathematics"

Amy Ackerberg-Hastings

91-107

Monge's descriptive geometry in three examples

Christopher Baltus

109-120

The culture of research mathematics in 1860s Prussia

Adolph Mayer and the theory of the second variation in the calculus of variations

Craig Fraser

121-140

The axiom of choice as paradigm shift

the case for the distinction between the ontological and the methodological crisis in the foundations of mathematics

Valérie L. Therrien

141-155

Boltzmann et Vlasov

Roger Godard

157-166

Takeuti's well-ordering proof

finitistically fine?

Eamon Darnell, Aaron Thomas-Bolduc

167-180

A non-error theory approach to mathematical fictionalism

Phil Bériault

181-189

Mathematical problem choice and the contact of minds

Zoe Ashton

191-203