A survey of interestingness measures for knowledge discovery | The Knowledge Engineering R…
A survey of interestingness measures for knowledge discovery - Volume 20 Issue 1
Quantum Mechanics: A Mathematical Introduction - Andrew J. Larkoski - Google Books
This original and innovative textbook takes the unique perspective of introducing and solving problems in quantum mechanics using linear algebra methods, to equip readers with a deeper and more practical understanding of this fundamental pillar of contemporary physics. Extensive…
Calculating CVaR and bPOE for common probability distributions with application to portfol…
Conditional value-at-risk (CVaR) and value-at-risk, also called the superquantile and quantile, are frequently used to characterize the tails of probability distributions and are popular measures of risk in applications where the distribution represents the magnitude of a potenti…
Affect measures - Wikipedia
Affect measures (measures of affect or measures of emotion) are used in the study of human affect (including emotions and mood), and refer to measures obtained
A Note on Twisted Bernoulli Measures
We introduce the twisted Bernoulli measures as a family of p-adic measures parametrized by the complement of the open disc with radius 1 and centered at 1 in the completion of an algebraic closure of p-adic numbers. These measures are the higher orde...
Convex roof measures of coherence
We provide a general construction of convex roof measures of coherence. This construction is based on arbitrary coherence measures of pure states in the framework of resource theory of coherence. Convex roof measures of coherence bound from above all...
Superadditivity of convex roof coherence measures
In this paper, we examine the superadditivity of convex roof coherence measures. We put forward a theorem on the superadditivity of convex roof coherence measures, which provides a sufficient condition to identify the convex roof coherence measures f...
Fourier Frames on Salem Measures
For every $0<s\leq 1$ we construct $s$-dimensional Salem measures in the unit interval that do not admit any Fourier frame. Our examples are generic for each $s$, including all existing types of Salem measures in the literature: random Cantor sets (c...
Desperate Measures - Wikipedia
Desperate Measures may refer to: Desperate Measures (film), a 1998 action thriller film Episodes "Desperate Measure", Pacific Palisades episode 8 (1997)
On density of ergodic measures and generic points
We provide conditions which guarantee that ergodic measures are dense in the simplex of invariant probability measures of a dynamical system given by a continuous map acting on a Polish space. Using them we study generic properties of invariant measu...
Half Measures - Wikipedia
"Every Episode of Breaking Bad, Ranked". Vulture. Retrieved March 27, 2025. "Half Measures" at the official Breaking Bad site "Half Measures" at IMDb
Convergence of measures - Wikipedia
measure theory, there are various notions of the convergence of measures. For an intuitive general sense of what is meant by convergence of measures,
Pennant Measures - Wikipedia
the Upper Coal Measures and assigned to the Westphalian 'C' and Westphalian 'D' stages of the Carboniferous Period. The Pennant Measures were divided into
Question about affirmative measures
For jobs with affirmative measures e.g disability and First Nations is it more competitive than signing up for the job without affirmative measures? For example are there less spots available to those...
Special measures - Wikipedia
placed in special measures, and the procedures to follow, are stipulated by the Education Act 2005. Prior to 2005, special measures were applied to any
Coal measures - Wikipedia
places, the coal measures are underlain by coarser clastic sequences known as Millstone Grit, of Namurian age. The top of the coal measures may be marked
Codensity and the Giry monad
The Giry monad on the category of measurable spaces sends a space to a space of all probability measures on it. There is also a finitely additive Giry monad in which probability measures are replaced by finitely additive probability measures. We give...
Infinite Determinantal Measures
Infinite determinantal measures introduced in this note are inductive limits of determinantal measures on an exhausting family of subsets of the phase space. Alternatively, an infinite determinantal measure can be described as a product of a determin...
On Sequence Prediction for Arbitrary Measures
Suppose we are given two probability measures on the set of one-way infinite finite-alphabet sequences and consider the question when one of the measures predicts the other, that is, when conditional probabilities converge (in a certain sense) when...
Representations and Divergences in the Space of Probability Measures and Stochastic Thermo…
Radon-Nikodym (RN) derivative between two measures arises naturally in the affine structure of the space of probability measures with densities. Entropy, free energy, relative entropy, and entropy production as mathematical concepts associated with R...