-
constructs the
hyperrationals ∗ Q {\displaystyle ^{*}\mathbb {Q} } from the
rational numbers by
means of an ultrafilter. Here a
hyperrational is by definition...
-
Rationality is the
quality of
being guided by or
based on reason. In this regard, a
person acts
rationally if they have a good
reason for what they do...
-
always included a
significant strain of
radical individualism, from the
hyperrationalism of Godwin, to the
egoism of Stirner, to the
libertarians and anarcho-capitalists...
- \mathbb {R} } , if one
starts with the ring F {\displaystyle F} of
finite hyperrationals (i.e.
ratio of a pair of hyperintegers), see
construction of the real...
-
microeconomics Transaction cost
economics Behavioural ****umptions ****umes
hyperrationality and
ignores most of the
hazards related to
opportunism ****umes bounded...
- {}^{*}S} has the same property. That is, we can
define a
notion of the
hyperrational numbers,
which are a
subset of the hyperreals, and they have the same...
-
extension of the
Dirichlet function takes the
value 1 at an. Note that the
hyperrational point an is
infinitely close to π. Thus the
natural extension of the...
- a
feminist model of
economic actors. In
their work,
agents are not
hyperrational or isolated, but
instead act in
concert and with fairness, are capable...
-
Colorado Law School, has
defended it as a "trace of
resistance to the
hyperrationality of
contemporary legal discourse". Blackmun, he wrote:
attempts to evoke...
-
incompatible orders—Rist's
uncertain vulnerability and Eisenman's
hostile hyperrationality—catalyzed a new
spatial economy generated by
irreducible moments of...
