「Probability」の共起表現一覧(1語右が「theory」)
該当件数 : 42件
In | probability theory, Talagrand's concentration inequalit |
In | probability theory and statistics, the poly-Weibull dis |
Probability theory became measure theory with its own p | |
He is known for his work in | probability theory, statistics and financial mathematic |
Later in his life he wrote on | probability theory and mathematical education. |
His thesis on abstract | probability theory was entitled "Theoretical Aspects of |
They are commonly used in | probability theory, statistics-particularly Bayesian st |
is research focus was the Potential theory, | Probability theory and Functional analysis |
In | probability theory, Etemadi's inequality is a so-called |
In | probability theory, Kolmogorov's inequality is a so-cal |
In | probability theory, the multidimensional Chebyshev's in |
The seven states of randomness in | probability theory, fractals and risk analysis are exte |
In | probability theory, Hoeffding's lemma is an inequality |
ms, using techniques from combinatorics and | probability theory (especially stopping times). |
De Moivre wrote a book on | probability theory, The Doctrine of Chances, said to ha |
cal analysis and well established groups in | Probability theory, and Mathematical statistics. |
Christiaan Huygens writes the first book on | probability theory, De ratiociniis in ludo aleae ("On R |
In | probability theory, uniformization method, (also known |
thods, maximum-likelihood methods adopt the | probability theory to finish all three steps mentioned |
In | probability theory, Dudley's theorem is a result relati |
In the language of | probability theory, λn is asymptotically the expected l |
he mathematics of random systems arising in | probability theory and statistical mechanics, especiall |
In | probability theory or information theory, the min-entro |
His early research was in | probability theory, stochastic processes, time series a |
his work, he described the known results in | probability theory and in enumeration, often providing |
This work also includes the application of | probability theory to games of chance and his introduct |
From classical | probability theory, we know that the expectation of a r |
athematician known for his contributions to | probability theory, particularly the theory of martinga |
the entropy power inequality is a result in | probability theory that relates to so-called "entropy p |
He is known for his application of | probability theory and ergodic theory methods to other |
al learning theory and the related areas in | probability theory, information theory, statistics and |
Diego who mainly works on machine learning, | probability theory and related fields and applications. |
Hammersley-Clifford theorem is a result in | probability theory, mathematical statistics and statist |
The proposition in | probability theory known as the law of total expectatio |
ian who has made important contributions to | probability theory and mathematical physics. |
onsists, loosely speaking, in the fact that | probability theory is able to predict with uncanny prec |
ician who made significant contributions to | probability theory and its applications, academician of |
demy, and founder of the Romanian school of | probability theory and statistics. |
The central limit theorem in | probability theory and statistics states that under cer |
unctions, number theory, algebra, geometry, | probability theory and in the fields of mathematical ph |
ter learning of recently-published books on | probability theory or on the revenue of the Russian ins |
ician who made fundamental contributions to | probability theory, including the theory of random walk |
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