- are the
lower bounds of X, one of
which being the glb itself.
Hence predicativism would reject this definition.
Norms (containing one variable) which...
- the
Untenability of Nelson's
Predicativism",
Erkenntnis 53(1–2), pp. 147–154. Not to be
confused with Russell's
predicativism. "Philosophy of Mathematics...
-
favor with mathematicians,
predicativism is an
important part of the
study of the
foundations of mathematics.
Predicativism was
first studied in detail...
- and as a
vocal proponent of the
philosophy of
mathematics known as
predicativism,
notably from an anti-platonist stance.
Solomon Feferman was born in...
-
beauty Mathematical logic Meaning Metamathematics Philosophical logic Predicativism Propositional analysis Propositional calculus Naive set
theory Neutral...
-
principles acceptable on
basis of a
philosophy of
mathematics called predicativism. Goodstein's
theorem is a
statement about the
Ramsey theory of the natural...
-
Homological algebra Limit cycle Phase space Preintuitionism/conventionalism
Predicativism Qualitative theory of
differential equations Special relativity Quantum...
- as well as the
study of
predicative systems. An
early proponent of
predicativism was
Hermann Weyl, who
showed it is
possible to
develop a
large part...
- for specialists: §1 Introduction, §2
Finitism & §2.2 Actualism, §3
Predicativism and Semi-Intuitionism, §4
Brouwerian Intuitionism, §5 Intuitionistic...
- }} for
continuous functions ACA0
Arithmetical comprehension axiom ε0
Predicativism (Weyl, Feferman)
Conservative over
Peano arithmetic for arithmetical...
