1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.LO2016
The Rearrangement Number
Andreas Blass, Jörg Brendle, Will Brian +3
How many permutations of the natural numbers are needed so that every conditionally convergent series of real numbers can be rearranged to no longer converge to the same sum? We de…
math.CO2006
Combinatorics of Partial Derivatives
Michael Hardy
The natural forms of the Leibniz rule for the th derivative of a product and of Faà di Bruno's formula for the th derivative of a composition involve the differential operato…
math.PR2002★ 1 cited
Scaled Boolean Algebras
Michael Hardy
Scaled Boolean algebras are a category of mathematical objects that arose from attempts to understand why the conventional rules of probability should hold when probabilities are c…