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2017
This appendix chapter is an overview, not an exhaustive treatise of spaces which parametrize sound objects. These spaces where sounds are positioned always define an aspect, never the totality of music thinking, and every attempt to define a preferred space will narrow the music thinking, not the music.
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This appendix chapter is an overview, not an exhaustive treatise of spaces which parametrize sound objects. These spaces where sounds are positioned always define an aspect, never the totality of music thinking, and every attempt to define a preferred space will narrow the music thinking, not the music.
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Two-parameter martingale Orlicz–Hardy spaces
Acta Mathematica Hungarica, 2022zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Parameter Space Restrictions in State Space Models
Journal of Forecasting, 2009ABSTRACTThe state space model is widely used to handle time series data driven by related latent processes in many fields. In this article, we suggest a framework to examine the relationship between state space models and autoregressive integrated moving average (ARIMA) models by examining the existence and positive‐definiteness conditions implied by ...
Jun, DB Jun, Duk-Bin +3 more
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The HH- Space as Parameter Space
1990From very early on it has been shown that, using unequal inclusion probabilities, the HT- strategy need not have a smaller risk than the corresponding HH-strategy. Therefore, the question of conditions for a gain in efficiency arises. On the other hand, the risk of the HH- strategy in a natural way implies the HH- space as parameter space, to which we ...
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Hyperbolicity in Position Space Induces Scaling in Parameter Space
Physica Scripta, 1985Summary: After a review of the period-doubling universality, we point to its possible deeper roots and give a few examples of scaling induced by hyperbolicity (= linear instability). We present a conjecture for the case of linearly indifferent systems.
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Generalized Stokes parameters in phase space
Optics Letters, 2010The generalized Stokes parameters (GSP) are studied under the theory of phase space. It is noted that phase-space Stokes parameters can be a useful tool for Wigner distribution function measurements. Electromagnetic Wigner functions are introduced by use of the two-point statistics of GSP.
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1992
Next, we will give a definition without much apparent content, but one that is fundamental in much of algebraic geometry. Basically, the situation is that, given a collection {V b } of projective varieties V b ⊂ ℙ n indexed by the points b of a variety B, we want to say what it means for the collection {V b} to “vary algebraically with parameters.” The
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Next, we will give a definition without much apparent content, but one that is fundamental in much of algebraic geometry. Basically, the situation is that, given a collection {V b } of projective varieties V b ⊂ ℙ n indexed by the points b of a variety B, we want to say what it means for the collection {V b} to “vary algebraically with parameters.” The
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Responsive materials architected in space and time
Nature Reviews Materials, 2022Xiaoxing Xia +2 more
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The biofilm matrix: multitasking in a shared space
Nature Reviews Microbiology, 2022Hans-Curt Flemming +2 more
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Cosmology with the Laser Interferometer Space Antenna
Living Reviews in Relativity, 2023Germano Nardini
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