11,216 research outputs found
CARE Conference Chapel - Dr. Conor & Mrs. Kerri Angell & Dr. Carol Sisson
Dr. Conor Angell and his wife, Kerri, discuss their experience with adoption while Dr. Carol Sisson explores her experiences as a foster parent. Dr. Scott Moeschberger, director of the Orphans and Vulnerable Children major, closes the program
Models for Extremal Dependence Derived from Skew‐symmetric Families
Skew-symmetric families of distributions such as the skew-normal and skew-t represent supersets of the normal and t distributions, and they exhibit richer classes of extremal behaviour. By defining a non-stationary skew-normal process, which allows the easy handling of positive definite, non-stationary covariance functions, we derive a new family of max-stable processes – the extremal skew-t process. This process is a superset of non-stationary processes that include the stationary extremal-t processes. We provide the spectral representation and the resulting angular densities of the extremal skew-t process and illustrate its practical implementation
Letter From William Bell Scott to Mr Chambers
abstract: Concerning Scott's thanks, his writings about his own works, and a manuscript of "The Nightingale Unheard."Seller's Description: Reads "A.L.S. from Author to Mr. Chambers explaining how busy he is... The sonnet is printed in the book. Fredeman: 56.7 £87.50"Handwritten Note: Unknown handwriting at top right reads "June 1st 1877."Publication Details: "The Nightingale Unheard" published in "Poems" by William Bell Scott.Creation Date Details: Undated range is the author's lifespan.Provenance: Removed from:
Poems / by William Bell Scott. Ballads, studies from nature, sonnets, etc. / illustrated by seventeen etchings by the author and L. Alma Tadema. Publisher London : Longmans, Green, 1875. CALL #
HAYDEN SPECIAL COLL SPEC PRB-13
Extremal properties of the multivariate extended skew-normal distribution, Part B
The skew-normal and related families are flexible and asymmetric parametric models suitable for modelling a diverse range of systems. We show that the multivariate maximum of a high-dimensional extended skew-normal random sample has asymptotically independent components and derive the speed of convergence of the joint tail. To describe the possible dependence among the components of the multivariate maximum, we show that under appropriate conditions an approximate multivariate extreme-value distribution that leads to a rich dependence structure can be derived
Extremal properties of the univariate extended skew-normal distribution, Part A
We consider the extremal properties of the highly flexible univariate extended skewnormal
distribution. We derive the well-known Mills’ inequalities and Mills’ ratio for the
extended skew-normal distribution and establish the asymptotic extreme-value distribution
for the maximum of samples drawn from this distributio
Estimation and uncertainty quantification for extreme quantile regions
Estimation of extreme quantile regions, spaces in which future extreme events can occur with a given low probability, even beyond the range of the observed data, is an important task in the analysis of extremes. Existing methods to estimate such regions are available, but do not provide any measures of estimation uncertainty. We develop univariate and bivariate schemes for estimating extreme quantile regions under the Bayesian paradigm that outperforms existing approaches and provides natural measures of quantile region estimate uncertainty. We examine the method’s performance in controlled simulation studies. We illustrate the applicability of the proposed method by analysing high bivariate quantiles for pairs of pollutants, conditionally on different temperature gradations, recorded in Milan, Italy
Scott Belsky in Conversation with DesignByThem - Part One.mp4
Watch here as Scott Belsky (CEO/Founder Behance + Author Making Ideas Happen) joins Sydney design duo Sarah Gibson and Nicholas Karlovasitis from DesignByThem to discuss some of the challenges facing creative companies as they try to grow their business. In part one Nick and Sarah get some great advice from Scott about what makes an effective partnership and how to learn from the challenges that can arise. Scott also explains the Behance technique of ?Concepting Teams? with representatives from all areas of the business to brainstorm issues or new ideas
Cardozo AELJ Author Interview Series: Scott Semaya, Class of 2023
The Cardozo AELJ Author Interview Series seeks to give our readers further insight into the Articles and Notes published in the Cardozo Arts & Entertainment Law Journal. In this interview, Scott Semaya discusses his Note, Name, Image and Likeness: Giving College Athletes the Clearest Guidance to Best Profit off Their NIL, which was published in Volume 41, Issue 2.
This post was originally published on the Cardozo Arts & Entertainment Law Journal website on June 6, 2023. The original post can be accessed via the Archived Link button above
Cardozo AELJ Author Interview Series: Scott Semaya, Class of 2023
The Cardozo AELJ Author Interview Series seeks to give our readers further insight into the Articles and Notes published in the Cardozo Arts & Entertainment Law Journal. In this interview, Scott Semaya discusses his Note, Name, Image and Likeness: Giving College Athletes the Clearest Guidance to Best Profit off Their NIL, which was published in Volume 41, Issue 2.
This post was originally published on the Cardozo Arts & Entertainment Law Journal website on June 6, 2023. The original post can be accessed via the Archived Link button above
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Cardozo AELJ Author Interview Series: Scott Semaya, Class of 2023
The Cardozo AELJ Author Interview Series seeks to give our readers further insight into the Articles and Notes published in the Cardozo Arts & Entertainment Law Journal. In this interview, Scott Semaya discusses his Note, Name, Image and Likeness: Giving College Athletes the Clearest Guidance to Best Profit off Their NIL, which was published in Volume 41, Issue 2.
This post was originally published on the Cardozo Arts & Entertainment Law Journal website on June 6, 2023. The original post can be accessed via the Archived Link button above
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