ËÑË÷½á¹û: 1-3 ¹²²éµ½¡°¹ÜÀíѧ PHENOMENON¡±Ïà¹Ø¼Ç¼3Ìõ . ²éѯʱ¼ä(0.102 Ãë)
Higher Variations of the Monty Hall Problem (3.0 and 4.0) and Empirical Definition of the Phenomenon of Mathematics, in Boole's Footsteps, as Something the Brain Does
Artificial Intelligence Binary Structure Boolean Algebra Boolean Operators Boole¡¯s Algebra Brain Science, Cognition Cognitive Science Definition of Mathematics Definition of Probability Theory Digital Mathematics Electrical Engineering, Foundations of Mathematics Human Intelligence, Linguistics, Logic, Monty Hall Problem, Neuroscience Non-quantitative and Quantitative Mathematics Probability Theory Rational Thought and Language
2012/9/17
In Advances in Pure Mathematics (www.scirp.org/journal/apm) , Vol. 1, No. 4 (July 2011), pp.
136-154, the mathematical structure of the much discussed problem of probability known as the Monty Ha...
A note on the de la Garza phenomenon for locally optimal designs
Locally optimal designs saturated designs complete class the-orem moment spaces Chebyshev systems
2011/6/20
The celebrated de la Garza phenomenon states that for a polyno-
mial regression model of degree p−1 any optimal design can be based
on at most p design points. In a remarkable paper, Yang [Ann...
A non-ergodic phenomenon for some random dynamical system
A non-ergodic phenomenon some random dynamical system
2009/9/22
In [2] Jajte formulated the following question:
Let h,(x) and hi (x) be homeomorphisms of the interval LO, 11
onto itself. Is it true that for any ~ € 1 01,1 and almost any t ~ ( 01,)
there exists ...
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