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The dependence and independence of quantifiers
truth, proof and choice functions
pp. 49-72
Abstract
A function f is continuous at a point x0 if given any ε > 0 one can choose δ > 0 so that for all y, when x0 is within distance δ from y, then f(x0) is within distance ε from f(y).
Publication details
Published in:
Mulligan Kevin, Placek Tomasz (2014) The history and philosophy of Polish logic: essays in honour of Jan Woleński. Dordrecht, Springer.
Pages: 49-72
Full citation:
Sandu Paul-Gabriel (2014) „The dependence and independence of quantifiers: truth, proof and choice functions“, In: K. Mulligan & T. Placek (eds.), The history and philosophy of Polish logic, Dordrecht, Springer, 49–72.