Results 61 to 70 of about 1,291 (204)
Neural network field theories: non-Gaussianity, actions, and locality
Both the path integral measure in field theory (FT) and ensembles of neural networks (NN) describe distributions over functions. When the central limit theorem can be applied in the infinite-width (infinite- N ) limit, the ensemble of networks ...
Mehmet Demirtas +4 more
doaj +1 more source
Abstract What do “justice,” “social justice,” and “injustice” mean? What is your idea of justice? This article analyzes macrolevel understandings of justice (distributive justice) in political philosophy and mesolevel understandings of justice as rectification (criminal and civil justice) in penal philosophy, law, and social science.
Kathleen Daly
wiley +1 more source
On Edgeworth Expansions in Banach Spaces
In this paper we define a generalization of Edgeworth expansions for the expectation of functions of normalized sums of i.i.d. Banach space valued random vectors. These expansions are valid up to $0(n^{-(s - 2)/2})$ for functions with $3(s - 2)$ bounded Frechet derivatives and random vectors with finite $s^{th}$ absolute moment.
openaire +3 more sources
Ringside seat? Women's modes of entry to the early 19th‐century parliament
Abstract In 1788, women were explicitly excluded as visitors to the house of commons. From the 1810s, small numbers sought to return to the ventilator, a cramped attic above the chamber used by women to view proceedings below. Other women entered not by choice, but as litigants or witnesses to committees including for divorce bills.
Chloe Challender
wiley +1 more source
Edgeworth Expansions for Semiparametric Averaged Derivatives - (Now published in Econometrica, 68 (2000), pp.931-979.) [PDF]
A valid Edgeworth expansion is established for the limit distribution of density-weighted semiparametric averaged derivative estimates of single index models. The leading term that corrects the normal limit varies in magnitude, depending on the choice of
Y Nishiyama, Peter M Robinson
core
Weak Edgeworth expansion for the mean-field interacting Bose gas
We consider the ground state and the low-energy excited states of a system of $N$ identical bosons with interactions in the mean-field scaling regime.
Bossmann, Lea ; https://orcid.org/ +5 more
core +1 more source
We propose a novel centrality definition-independent method for analyzing higher-order cumulants, specifically addressing the challenge of volume fluctuations that dominate in low-energy heavy-ion collisions.
Zhaohui Wang, Xiaofeng Luo
doaj +1 more source
Whole‐mount acetylcholinesterase staining in lamprey embryos reveals that the subpharyngeal subbranch (rV2/3Asubp) of the trigeminal nerve contains motor components and innervates the lower lip. Based on the results, we suggest that a drastic reorganization of the anterior craniofacial region occurred during the vertebrate jaw evolution.
Motoki Tamura, Daichi G. Suzuki
wiley +1 more source
Edgeworth Expansions for Spectral Density Estimates and Studentized Sample Mean - (Now published in Economic Theory, 17 (2001), pp.497-539. [PDF]
We establish valid Edgeworth expansions for the distribution of smoothed nonparametric spectral estimates, and of studentized versions of linear statistics such as the same mean, where the studentization employs such a nonparametric spectral estimate ...
Carlos Velasco, Peter M Robinson
core
Normalising Transformation of the Hill Estimator
ABSTRACT We present a normalising transformation of the Hill estimator to improve the convergence rate in finite‐sample performance. Our proposal for the normalising transformation is based on the higher order asymptotic expansion of the Hill estimator. The transformation is automatic and simple in computation.
Rikako Nomura, Yan Liu
wiley +1 more source

