Stuttgart : F. Enke, 1894.

Leipzig : S. Hirzel, 1881.

Berlin : A. Hirschwald, 1872.

Berlin : A. Hirschwald, 1870.

Berlin : A. Hirschwald, 1886.

Stuttgart : F. Enke, 1878.

Berlin : A. Goldschmidt, 1890.

Zurich : Schmidt, 1877.

Leipzig : Duncker & Humblot, 1898.

Leipzig : Grieben, 1884.

Halle : M. Niemeyer, 1895.

Breslau : W. Koebner, 1888.

Wiesbaden : J.F. Bergmann, 1899.

Leipzig : F. Deuticke, 1891.

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Leipzig : W. Engelmann, 1862.

London : Layton, 1903.

Berlin : A. Hirschwald, 1870.

Hannover : Hahn, 1873.

Leipzig : W. Engelmann, 1860.

Leipzig : W. Engelmann, 1870.

Berlin : Urban & Schwarzenberg, 1899.

London : Cassell, 1883.

Berlin : A. Hirschwald, 1896-1900.

Gottingen : A. Rente, 1866.

Leipzig : W. Engelmann, 1877.

Prag : J. Otto, 1888-1892.

Halle a. S. : C. Marhold, 1911.

Wien : A. Pichlers Witwe, 1904.

Berlin : Hirschwald, 1886.

Representatives from school districts, state education agencies, and institutions of higher education in Idaho convene to discuss teacher recruitment and retention.

[Manchester] : [James Mudd], [between 1800 and 1899]

London (Charlotte Street, Rathbone Place) : Published as the Act directs ... by Wm. Woollett, engraver to His Majesty, 4 June, 1778.

New state mandates start next school year aimed at identifying and supporting students with dyslexia. The 2016 law also led to development of training for teachers.

Rockville, Maryland : National Institute on Drug Abuse, 1985.

Rockville, Maryland : National Institute on Drug Abuse, 1980.

In the variational relevance vector machine, the gamma distribution is representative as a hyperprior over the noise precision of automatic relevance determination prior. Instead of the gamma hyperprior, we propose to use the inverse gamma hyperprior with a shape parameter close to zero and a scale parameter not necessary close to zero. This hyperprior is associated with the concept of a weakly informative prior. The effect of this hyperprior is investigated through regression to non-homogeneous data. Because it is difficult to capture the structure of such data with a single kernel function, we apply the multiple kernel method, in which multiple kernel functions with different widths are arranged for input data. We confirm that the degrees of freedom in a model is controlled by adjusting the scale parameter and keeping the shape parameter close to zero. A candidate for selecting the scale parameter is the predictive information criterion. However the estimated model using this criterion seems to cause over-fitting. This is because the multiple kernel method makes the model a situation where the dimension of the model is larger than the data size. To select an appropriate scale parameter even in such a situation, we also propose an extended prediction information criterion. It is confirmed that a multiple kernel relevance vector regression model with good predictive accuracy can be obtained by selecting the scale parameter minimizing extended prediction information criterion.

Takashi Owada, Omer Bobrowski.

Source: Bernoulli, Volume 26, Number 3, 2275--2310.

Abstract:
In this paper, we study the persistent homology associated with topological crackle generated by distributions with an unbounded support. Persistent homology is a topological and algebraic structure that tracks the creation and destruction of topological cycles (generalizations of loops or holes) in different dimensions. Topological crackle is a term that refers to topological cycles generated by random points far away from the bulk of other points, when the support is unbounded. We establish weak convergence results for persistence diagrams – a point process representation for persistent homology, where each topological cycle is represented by its $({mathit{birth},mathit{death}})$ coordinates. In this work, we treat persistence diagrams as random closed sets, so that the resulting weak convergence is defined in terms of the Fell topology. Using this framework, we show that the limiting persistence diagrams can be divided into two parts. The first part is a deterministic limit containing a densely-growing number of persistence pairs with a shorter lifespan. The second part is a two-dimensional Poisson process, representing persistence pairs with a longer lifespan.

Family histories -- South Australia -- Bibliography.

Klemm (Family)

The reaction on social media has been fierce.

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A rare bloom of microscopic organisms capable of making their own blue light has transformed several of the state’s beaches

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Smithsonian folklorist James Deutsch says the fast spread of stories and memes are cultural expressions that build cohesion and support

Former Michigan Gov. Rick Snyder says he won’t continue with a fellowship at Harvard University following backlash over his role in Flint’s water crisis.