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The different forms of flowers on plants of the same species / by Charles Darwin.

London : J. Murray, 1877.




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Du curettage de l'utérus sans abaissement forcé à la vulve et d'une méthode de drainage utérin au moyen du crin de Florence / par Prosper Bouteil.

Paris : Société d’éditions scientifiques, 1893.




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The English flora / by Sir James Edward Smith.

London : printed for Longman, Rees, Orme, Brown, and Green, 1824-1836.




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Florida High Court Approves Request for Grand Jury Probe of School Safety

The Florida supreme court has ordered a statewide grand jury with a broad mandate to investigate school safety.




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Florida State Education Commissioner Pam Stewart Resigns

The state's board of education had renewed Commissioner Pam Stewart's contract for a year before the midterm election but after the election of a new Republican governor, she said she'd leave in January instead.




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A Florida City Forever Changed

The scene at Marjory Stoneman Douglas High School and the surrounding area after the shootings shifted from chaos and panic to grief, anger, and calls for swift and aggressive action to prevent other school attacks.




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Florida Lawmakers Approve Measure to Expand Vouchers for Private Schools

Florida lawmakers sent Gov. Ron DeSantis a Republican-crafted bill last week to create a new voucher program for students to attend private schools, including religious ones, using taxpayer dollars traditionally spent on public schools.




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Florida Coach, Wife Electrocuted While Installing Scoreboard

Officials say a high school baseball coach and his wife were electrocuted while installing a new scoreboard at a Florida baseball field to replace one that had been destroyed by Hurricane Michael.




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Florida Governor Signs Divisive Bill Allowing for Armed Teachers

Florida's governor signed a bill that will allow schools to arm classroom teachers, part of a longer list of school safety changes made after a school shooting in Parkland, Fla., last year.




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Florida Mandates Mental Health Training for Students in Grades 6-12

After of a mandate approved by the State Board of Education, public schools in Florida will have to provide students at least five hours of mental health instruction starting in sixth grade.




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Florida Passes Anti-Semitism Bill for Public Schools

A bill prohibiting anti-Semitism in Florida's public schools and universities is going to Republican Gov. Ron DeSantis.




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Educational Opportunities and Performance in Florida

This Quality Counts 2019 Highlights Report captures all the data you need to assess your state's performance on key educational outcomes.




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An Unexpected 'Education Governor' and What's Next for Florida

Ron DeSantis had a thin record on K-12 issues as a Florida congressman, but as a first-term Republican governor he’s pushed an aggressive agenda on issues such as vouchers, teacher salaries and bonus pay, and even the common core.




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Educational Opportunities and Performance in Florida

This Quality Counts 2020 Highlights Report captures all the data you need to assess your state's performance on key educational outcomes.




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What Happened to Students Left Behind as Florida Expanded Its Voucher Program?

The nation's largest tax-credit scholarship program doesn't seem to have hurt the academics of students who remain in public schools, a new study shows.




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LGBTQ Issues Roil Florida School-Choice Debate

As lawmakers weigh expansion of the state’s voucher and tax-credit scholarship programs, some renew a push for anti-discrimination protection for lesbian, gay, bisexual, transgender, and queer students.




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Florida teachers union wants schools closed for the semester




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Florida governor orders schools closed rest of academic year




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Florida sheriff defends keeping childhood shooting a secret




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State offficials to review complaint against Florida sheriff




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Ex-Florida sheriff's removal lawsuit dismissed




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Poligny (Jura), France: an ancient mosaic floor at the villa of Estavage (Chambrettes), including figures of gryphons and centaurs. Line engraving.




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A lion that has escaped from a circus in Florence picks up a baby in its teeth, but when the baby's mother shouts at it, the lion gives the baby back to the mother unharmed. Watercolour by M. Díez de Bulnes, 1817, after N.A. Monsiau.

[Spain?], An. 1817.




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A castle (the Castello Odescalchi di Bracciano?), with a flock of sheep attended by a shepherd. Etching and mezzotint by L. Marvy after Claude Lorraine.

[Paris] : Calcographie du Louvre, Musées Imperiaux, [1849?]




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Weighted Message Passing and Minimum Energy Flow for Heterogeneous Stochastic Block Models with Side Information

We study the misclassification error for community detection in general heterogeneous stochastic block models (SBM) with noisy or partial label information. We establish a connection between the misclassification rate and the notion of minimum energy on the local neighborhood of the SBM. We develop an optimally weighted message passing algorithm to reconstruct labels for SBM based on the minimum energy flow and the eigenvectors of a certain Markov transition matrix. The general SBM considered in this paper allows for unequal-size communities, degree heterogeneity, and different connection probabilities among blocks. We focus on how to optimally weigh the message passing to improve misclassification.




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Tensor Train Decomposition on TensorFlow (T3F)

Tensor Train decomposition is used across many branches of machine learning. We present T3F—a library for Tensor Train decomposition based on TensorFlow. T3F supports GPU execution, batch processing, automatic differentiation, and versatile functionality for the Riemannian optimization framework, which takes into account the underlying manifold structure to construct efficient optimization methods. The library makes it easier to implement machine learning papers that rely on the Tensor Train decomposition. T3F includes documentation, examples and 94% test coverage.




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Halfspace depth and floating body

Stanislav Nagy, Carsten Schütt, Elisabeth M. Werner.

Source: Statistics Surveys, Volume 13, 52--118.

Abstract:
Little known relations of the renown concept of the halfspace depth for multivariate data with notions from convex and affine geometry are discussed. Maximum halfspace depth may be regarded as a measure of symmetry for random vectors. As such, the maximum depth stands as a generalization of a measure of symmetry for convex sets, well studied in geometry. Under a mild assumption, the upper level sets of the halfspace depth coincide with the convex floating bodies of measures used in the definition of the affine surface area for convex bodies in Euclidean spaces. These connections enable us to partially resolve some persistent open problems regarding theoretical properties of the depth.




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Restricting the Flow: Information Bottlenecks for Attribution. (arXiv:2001.00396v3 [stat.ML] UPDATED)

Attribution methods provide insights into the decision-making of machine learning models like artificial neural networks. For a given input sample, they assign a relevance score to each individual input variable, such as the pixels of an image. In this work we adapt the information bottleneck concept for attribution. By adding noise to intermediate feature maps we restrict the flow of information and can quantify (in bits) how much information image regions provide. We compare our method against ten baselines using three different metrics on VGG-16 and ResNet-50, and find that our methods outperform all baselines in five out of six settings. The method's information-theoretic foundation provides an absolute frame of reference for attribution values (bits) and a guarantee that regions scored close to zero are not necessary for the network's decision. For reviews: https://openreview.net/forum?id=S1xWh1rYwB For code: https://github.com/BioroboticsLab/IBA




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Brazilian paleofloras : from Paleozoic to Holocene

9783319909134 (electronic bk.)




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Limit theorems for long-memory flows on Wiener chaos

Shuyang Bai, Murad S. Taqqu.

Source: Bernoulli, Volume 26, Number 2, 1473--1503.

Abstract:
We consider a long-memory stationary process, defined not through a moving average type structure, but by a flow generated by a measure-preserving transform and by a multiple Wiener–Itô integral. The flow is described using a notion of mixing for infinite-measure spaces introduced by Krickeberg (In Proc. Fifth Berkeley Sympos. Math. Statist. and Probability (Berkeley, Calif., 1965/66), Vol. II: Contributions to Probability Theory, Part 2 (1967) 431–446 Univ. California Press). Depending on the interplay between the spreading rate of the flow and the order of the multiple integral, one can recover known central or non-central limit theorems, and also obtain joint convergence of multiple integrals of different orders.




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The Bayesian Update: Variational Formulations and Gradient Flows

Nicolas Garcia Trillos, Daniel Sanz-Alonso.

Source: Bayesian Analysis, Volume 15, Number 1, 29--56.

Abstract:
The Bayesian update can be viewed as a variational problem by characterizing the posterior as the minimizer of a functional. The variational viewpoint is far from new and is at the heart of popular methods for posterior approximation. However, some of its consequences seem largely unexplored. We focus on the following one: defining the posterior as the minimizer of a functional gives a natural path towards the posterior by moving in the direction of steepest descent of the functional. This idea is made precise through the theory of gradient flows, allowing to bring new tools to the study of Bayesian models and algorithms. Since the posterior may be characterized as the minimizer of different functionals, several variational formulations may be considered. We study three of them and their three associated gradient flows. We show that, in all cases, the rate of convergence of the flows to the posterior can be bounded by the geodesic convexity of the functional to be minimized. Each gradient flow naturally suggests a nonlinear diffusion with the posterior as invariant distribution. These diffusions may be discretized to build proposals for Markov chain Monte Carlo (MCMC) algorithms. By construction, the diffusions are guaranteed to satisfy a certain optimality condition, and rates of convergence are given by the convexity of the functionals. We use this observation to propose a criterion for the choice of metric in Riemannian MCMC methods.





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Back in the flow

After days and days of heavy rain, Hernan Espinoza looked out over his fields. They were waterlogged, some completely destroyed. He was like many others in his small community of Tambogrande on Peru’s northern coast: grappling with devastation, their farms and fields severely damaged by flooding, storms and landslides, caused by the El Niño Costero (coastal) phenomenon that pounded the [...]




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Shuttered Museums Use Social Media to Share Bouquets of Floral Artwork

Hundreds of museums are participating in an online attempt to spread joy as COVID-19 keeps their galleries empty




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In Ancient Florida, the Calusa Built an Empire Out of Shells and Fish

New research suggests the civilization used huge enclosures to trap and stockpile live fish to support its complex society




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Flamingos in Captivity Pick Favorite Friends Among the Flock

These cliques wear pink every day of the week




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How Flowers Marvelously Evolved Resilience

Blossoms contort and twist back into optimal pollination position after getting bumped and battered




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New Hotel in Turkey 'Floats' Above Ancient Ruins

Closed due to COVID-19, the Museum Hotel Antakya looks forward to welcoming guests with its blend of luxury and history once restrictions are lifted




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Super-Constipated Florida Lizard Breaks Records With Gargantuan Poop

An unfortunate diet of pizza grease and sand clogged her innards, amassing a giant and unpassable lump of feces in her gut




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One-Thousand-Year-Old Mill Resumes Production to Supply Flour Amid Pandemic

In April alone, the Sturminster Newton Mill ground more than one ton of wheat




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Watch These Six Flower Bloom Events From Your Couch

Tulips, cherry blossoms and orchids supply a ray of hope during self-isolation




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Spring Flowering

Spring bloom near my house




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Salt River First Nation on flood watch as Slave River water levels rise

Salt River First Nation in Fort Smith, N.W.T., is getting ready for a possible flood. 



  • News/Canada/North

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Man pleads guilty to violating ban on travel to N.B., to be flown back to Ontario

A 19-year-old man was flown back to Ontario after he pleaded guilty to violating New Brunswick’s emergency measures order prohibiting visitors from entering the province.



  • News/Canada/New Brunswick

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Fort Vermilion residents deal with extensive flood damage

Residents are cleaning up damage to hundreds of homes and businesses caused by floods in the northern Alberta hamlet of Fort Vermilion.



  • News/Canada/Edmonton

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Province to spend $147 million on northern Alberta communities damaged by floods

Disaster relief funding for punishing spring floods is welcome news to civic leaders in northern Alberta.



  • News/Canada/Edmonton

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Strolling Through a World of Flowers

Spring has arrived. While some of us may have an opportunity to carefully step outside and view blossoms in our own neighborhood, others may not. Wherever you are, you can take a virtual stroll among the shoots and blossoms planted among the collections of the Prints & Photographs Division. Many images of gardens can be […]




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Designing Floating Buildings With an Eye to the Marine Species Living Underneath

A prototype deployed in San Francisco Bay imagines the underside of a floating building as an upside-down artificial reef




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Cities Around the Globe Are Eagerly Importing a Dutch Speciality—Flood Prevention

Architects and planners from the Netherlands are advising coastal cities worldwide on how to live with water




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Is it safe to give cards and flowers this Mother's Day? Your COVID-19 questions answered

We're answering your questions about the pandemic. Send yours to COVID@cbc.ca and we’ll answer as many as we can. We’ll publish a selection of answers every weekday online, and also put some questions to the experts during The National and on CBC News Network.