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The Mathematical Works of Bernard Bolzano (Hardcover)
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The Mathematical Works of Bernard Bolzano (Hardcover)
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Bernard Bolzano (1781-1848, Prague) was a remarkable thinker and
reformer far ahead of his time in many areas, including philosophy,
theology, ethics, politics, logic, and mathematics. Aimed at
historians and philosophers of both mathematics and logic, and
research students in those fields, this volume contains English
translations, in most cases for the first time, of many of
Bolzano's most significant mathematical writings. These are the
primary sources for many of his celebrated insights and
anticipations, including: clear topological definitions of various
geometric extensions; an effective statement and use of the Cauchy
convergence criterion before it appears in Cauchy's work; proofs of
the binomial theorem and the intermediate value theorem that are
more general and rigorous than previous ones; an impressive theory
of measurable numbers (a version of real numbers), a theory of
functions including the construction of a continuous,
non-differentiable function (around 1830); and his tantalising
conceptual struggles over the possible relationships between
infinite collections. Bolzano identified an objective and semantic
connection between truths, his so-called 'ground-consequence'
relation that imposed a structure on mathematical theories and
reflected careful conceptual analysis. This was part of his highly
original philosophy of mathematics that appears to be inseparable
from his extraordinarily fruitful practical development of
mathematics in ways that remain far from being properly understood,
and may still be of relevance today.
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