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Determinacy is a
subfield of set theory, a
branch of mathematics, that
examines the
conditions under which one or the
other player of a game has a winning...
- In mathematics, the
axiom of
determinacy (abbreviated as AD) is a
possible axiom for set
theory introduced by Jan
Mycielski and Hugo
Steinhaus in 1962...
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projective determinacy is the
special case of the
axiom of
determinacy applying only to
projective sets. The
axiom of
projective determinacy, abbreviated...
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Kinematic determinacy is a term used in
structural mechanics to
describe a
structure where material compatibility conditions alone can be used to calculate...
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necessary for stability.
Christian Otto Mohr
Flexibility method Kinematic determinacy Overconstrained mechanism Structural engineering Matheson,
James Adam...
- In mathematics, the
axiom of real
determinacy (abbreviated as ADR) is an
axiom in set theory. It
states the following: Axiom—Consider
infinite two-person...
- is
common in the
study of
determinacy and
large cardinals,
especially when
considering axioms such as the
axiom of
determinacy that
contradict the axiom...
- In
descriptive set theory, the
Borel determinacy theorem states that any Gale–Stewart game
whose payoff set is a
Borel set is determined,
meaning that...
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projective determinacy are hard to find. ZFC + {there are n
Woodin cardinals: n is a
natural number} is
conservative over Z2 with
projective determinacy[citation...
- In economics,
general equilibrium theory attempts to
explain the
behavior of supply, demand, and
prices in a
whole economy with
several or many interacting...
