News Article | April 19, 2017
This NASA image obtained April 19, 2017 shows a movie of asteroid 2014-JO25 generated using radar data collected by NASA's Goldstone Solar System Radar in California's Mojave Desert (AFP Photo/Handout) Paris (AFP) - A peanut-shaped asteroid 1.3 kilometres (3,280 feet) across streaked past Earth on Wednesday, giving astronomers a rare chance to check out a big space rock up close. But not too close. Dubbed 2014-JO25, the asteroid came nearest at 12:20 GMT and is now hurtling away from the centre of our solar system, said Ian Carnelli, an astronomer from the European Space Agency (ESA). "It does not represent a danger to our planet," Carnelli told AFP, noting that the asteroid passed within 1.8 million kilometres (1.1 million miles) of Earth -- about four times the distance to the moon. The Arecibo observatory in Puerto Rico -- which has one of the world's biggest radio telescopes -- captured the 2014 JO25's first images, showing an object that is likely "two large asteroids that fused together". The space projectile will remain visible to onlookers equipped with a telescope in the northern hemisphere on Wednesday night. Herewith, a little primer on near-Earth asteroids and the danger they pose (or not). You may not see them, but space rocks whizz above our heads all the time. Patrick Michel, an astronomer at the Cote d'Azur Observatory, estimates that an average of 10,000 to 100,000 tons of spatial material come into our general neighbourhood each year. But large asteroids passing this close to Earth remain a rarity. "The next one will pass by in 2027, a 800-metre long object that will come within" one Earth-to-the-Moon distance, he said. The last time 2014-JO25 was in our vicinity was 400 years ago, and its next close encounter with Earth won't happen until sometime after 2600. 2014-JO25 does not represent an immediate danger. But it does fall within the category of "potentially hazardous asteroids" that astronomers monitor for safety, Pascal Descamps, an astronomer at the Paris Observatory told AFP by phone. Any space rock at least one kilometre (0.6 miles) across that travels within 7 million kilometres (4.3 million miles) of Earth qualifies. The good news is that scientists have identified at least 90 percent of these flying hazards within our solar system. "There isn't a single one that threatens us in the short term, meaning in the next few centuries," Michel said. "There are thousands of asteroids larger than one kilometre," he added. "The frequency with which they could hit us is once every 500,000 years, so we are facing a risk that is very low." Many sizeable asteroids have crashed into Earth or exploded in our atmosphere, leaving behind massive craters -- and clues as to their composition. More than 60,000 years ago, a 30-metre (98-foot) rock crashed into what is today Arizona. And 65 million years ago, an even bigger asteroid slammed into Earth a little further south, leading to the extinction of non-avian dinosaurs. A one-kilometre asteroid hitting our planet today would be like "a million Hiroshima bombs," Michel said, and trigger the extinction of roughly a quarter of all species. "A 10-kilometre object... would provoke the extinction of our species," he added. - What can be done? - To prevent such a catastrophe, a team of astronomers from NASA and the European Space Agency have drawn up plans for a live test in space: deviating a potentially deadly asteroid. An self-guided 400-kilo satellite -- hurtling at six kilometres per second -- would target an approaching asteroid. The objective would not be to destroy the object, but to deflect it, since fragments could then crash into Earth. A target has been selected. So far, however, funding has not been approved.
News Article | April 17, 2017
OUR most accurate clocks are probing a key tenet of Einstein’s theory of relativity: the idea that time isn’t absolute. Any violation of this principle could point us to a long-sought theory that would unite Einstein’s ideas with quantum mechanics. Special relativity established that the laws of physics are the same for any two observers moving at a constant speed relative to each other, a symmetry called Lorentz invariance. One consequence is that they would observe each other’s clocks running at different rates. Each observer would regard themselves as stationary and see the other observer’s clock as ticking slowly – an effect called time dilation. Einstein’s general relativity compounds the effect. It says that the clocks would run differently if they experience different gravitational forces. For two decades, comparing atomic clocks aboard GPS satellites with those on Earth have helped test the effect – and always confirmed it. But since any deviation from relativity would be very subtle, we might need a more precise instrument to find it. Most atomic clocks rely on the frequency of the microwave radiation emitted when electrons in caesium-133 atoms change energy states. Next-generation clocks that use strontium atoms have at least three times the precision, barely gaining or losing a second over 15 billion years. “A violation of Lorentz invariance could point to a way to combine relativity and quantum mechanics” Now, Pacôme Delva of the Paris Observatory and his colleagues have used strontium clocks to test time dilation. Two optical fibre links, one between London and Paris and another between Paris and Braunschweig, Germany, were used to compare devices in these locations. These clocks are moving at different velocities because of their position on the Earth’s surface, and relativity makes precise predictions about the extent of time dilation they experience. For example, a clock closer to the equator should tick more slowly than one closer to the North Pole. After one day, clocks in Paris and London should show a difference of 5 nanoseconds. To compare them, the team synchronised lasers to the frequency of the radiation from each clock’s strontium atoms. Then they transmitted the beams over the fibre-optic links, allowing them to superimpose the lasers to detect any telltale differences in frequency indicating one clock ticking faster than the other. With the measurements, the team calculated a parameter called alpha, which should be zero if there is no violation of Lorentz invariance. The latest results show that alpha is less than 10-8 – a result two orders of magnitude better than from experiments using caesium clocks, and twice as accurate as the previous best limit, obtained by studying electronic transitions in lithium ions moving at one-third the speed of light (arxiv.org/abs/1703.04426v1). Letting the experiments run for longer will improve accuracy even further, says team member Jochen Kronjäger of the UK’s National Physical Laboratory in Teddington. So far so good for relativity. But how would physicists react if a violation of Lorentz invariance is ever measured? “The immediate consequence would be that nobody would believe it,” says Sabine Hossenfelder, a theorist at the Frankfurt Institute for Advanced Studies in Germany. However, if a violation is ever confirmed, the implications would be huge. “Quantising gravity, [the nature of] dark matter and dark energy – these are three big questions for which Lorentz invariance violations would be an extremely important hint as to the nature of the underlying theory,” she says. This article appeared in print under the headline “Networked atomic clocks seek untimely behaviour”
Amri A.,Paris Observatory |
Amri A.,University of Monastir |
Chaumeil J.C.,Paris Observatory |
Sfar S.,University of Monastir |
Charrueau C.,Paris Observatory
Journal of Controlled Release | Year: 2012
Resveratrol (3,5,4′-trihydroxystilbene), a naturally occurring polyphenol, has attracted considerable interest for its beneficial potentials for human health, which include anti-oxidant, anti-inflammatory, cardioprotective and anti-tumor activities. However, the in vivo biological effects of resveratrol appear strongly limited by its low bioavailability, which is a barrier to the development of therapeutic applications. In this context, an increasing number of recent studies have aimed at designing novel resveratrol formulations to overcome its poor solubility, limited stability, high metabolization and weak bioavailability. This review outlines physicochemical and pharmacokinetic limitations to resveratrol bioavailability, describes formulations tested for resveratrol administration, controlled release and targeting, and identifies future opportunities for resveratrol delivery. © 2011 Elsevier B.V. All rights reserved.
Ceolin R.,Paris Observatory |
Rietveld I.B.,Paris Observatory
Annales Pharmaceutiques Francaises | Year: 2015
A topological pressure-temperature phase diagram involving the phase relationships of ritonavir forms I and II has been constructed using experimental calorimetric and volumetric data available from the literature. The triple point I-II-liquid is located at a temperature of about 407. K and a pressure as extraordinarily small as 17.5. MPa (175. bar). Thus, the less soluble solid phase (form II) will become metastable on increasing pressure. At room temperature, form I becomes stable around 100. MPa indicating that form II may turn into form I at a relatively low pressure of 1000. bar, which may occur under processing conditions such as mixing or grinding. This case is a good example for which a proper thermodynamic evaluation trumps "rules of thumb" such as the density rule. © 2014 Elsevier Masson SAS.
News Article | February 20, 2017
As far as anyone knew, the club of astronomical objects with rings only took guests of a certain calibre. Picture Saturn floating majestically over a soundtrack of strings and softly clinking silverware. Apart from Saturn, only the solar system’s other giant planets qualified. Then a weird little asteroid named Chariklo crashed the party. It pulled the tablecloth out from under theories of ring physics, forcing astronomers to ask: if this misfit thing can have rings, what else could? The discovery came in June 2013, when observers in Brazil, Chile and Argentina all trained their telescopes on Chariklo, a lumpy rock some 240 kilometres across that orbits the sun between Saturn and Uranus. As Chariklo crossed in front of a background star, they hoped to analyse its shape and maybe find evidence of comet-like jets of ice escaping its surface. But within a day of the data arriving in the lab of Bruno Sicardy at the Paris Observatory, it started to look as if Chariklo had two narrow, sharply defined rings encircling its main body. Maryame El Moutamid of Cornell University in New York, Sicardy’s graduate student at the time, remembers him sharing the news in a conspiratorial whisper. Sicardy had also co-discovered Neptune’s rings in the 1980s – could this new find be just wishful thinking? “I was like, ‘what did you smoke? You see rings everywhere’,” she says. But the analysis kept showing rings, and so have additional observations. It’s still hard to convey just how strange that is, says Mark Showalter of the SETI Institute in California. It made sense that giant planets could be ringed: their gravitational fields are smooth, which should help rings stay stable. But we had never seen rings around an atmosphere-free object, not to mention a misshapen lump like Chariklo with a correspondingly bumpy gravitational field. Some theorists doubted it was even possible. “It still boggles my mind,” Showalter says. Since then, the questions have only multiplied. Any rings around Chariklo should fall apart after just a few thousand years – so either we spotted them in an especially lucky cosmic instant, or some poorly understood process is keeping them together. And the rings aren’t sloppy, either. They are especially tight and neat, similar to those of Uranus. One way to keep them tidy is if they are flanked by as yet undiscovered shepherd moons only about a kilometre in size, their gravity tugging stray material back in line. Since Chariklo’s position puts it in front of the dense star fields at the Milky Way’s centre, there should be plenty of chances to learn more as it crosses background stars. But even as the mystery of Chariklo’s rings lingers, the discovery has shown us that rings can exist in a far wider array of environments than we knew. Apart from Chariklo, there are hints of rings around the neighbouring asteroid Chiron, Saturn’s moons Rhea and Iapetus, Mars, Pluto, and even the enormous exoplanet J1407b. And many more bodies are now under scrutiny: Sicardy’s team is looking at other asteroids, and the New Horizons probe is searching for ring systems in the farther reaches of the solar system. In the meantime, the list of confirmed ring-bearers is still small enough to count on one hand. There’s Jupiter, Saturn, Uranus, Neptune – and then Chariklo with a foot in the door, ushering in untold others.
Prigent C.,Paris Observatory
Comptes Rendus - Geoscience | Year: 2010
During the last decade, satellite observations have allowed significant advances in quantifying precipitation, especially with the contribution of the TRMM mission. Observations at different wavelengths (visible, infrared, and microwaves), in both active and passive microwave modes, are analyzed, and eventually coupled to produce records of precipitation estimates over the globe, with up to hourly time sampling. This article provides an overview of the techniques, the results and the perspectives. © 2010 Académie des sciences.
Dasyra K.M.,Paris Observatory |
Combes F.,Paris Observatory
Astronomy and Astrophysics | Year: 2012
We present deep observations of the 12CO(1-0) and (3-2) lines in the ultra-luminous infrared and radio galaxy 4C 12.50, carried out with the 30m telescope of the Institut de Radioastronomie Millimétrique. Our observations reveal the cold molecular gas component of a warm molecular gas outflow that was previously known from Spitzer Space Telescope data. The 12CO(3-2) profile indicates the presence of absorption at -950 km s -1 from systemic velocity with a central optical depth of 0.22. Its profile is similar to that of the Hi absorption that was seen in radio data of this source. A potential detection of the 0 → 1 absorption enabled us to place an upper limit of 0.03 on its central optical depth, and to constrain the excitation temperature of the outflowing CO gas to ≥65K assuming that the gas is thermalized. If the molecular clouds fully obscure the background millimeter continuum that is emitted by the radio core, the H 2 column density is ≥1.8 × 10 22 cm -2. The outflow then carries an estimated cold H 2 mass of at least 4.2 × 10 3 M ⊙ along the nuclear line of sight. This mass will be even higher when integrated over several lines of sight, but if it were to exceed 3 × 10 9 M ⊙, the outflow would most likely be seen in emission. Since the ambient cold gas reservoir of 4C 12.50 is 1.0 × 1.0 × 10 M ⊙, the outflowing-to-ambient mass ratio of the warm gas (37%) could be elevated with respect to that of the cold gas. © 2012 ESO.
News Article | February 22, 2017
MADISON, Wis. -- Plumbing a 90 million-year-old layer cake of sedimentary rock in Colorado, a team of scientists from the University of Wisconsin-Madison and Northwestern University has found evidence confirming a critical theory of how the planets in our solar system behave in their orbits around the sun. The finding, published Feb. 23, 2017 in the journal Nature, is important because it provides the first hard proof for what scientists call the "chaotic solar system," a theory proposed in 1989 to account for small variations in the present conditions of the solar system. The variations, playing out over many millions of years, produce big changes in our planet's climate -- changes that can be reflected in the rocks that record Earth's history. The discovery promises not only a better understanding of the mechanics of the solar system, but also a more precise measuring stick for geologic time. Moreover, it offers a better understanding of the link between orbital variations and climate change over geologic time scales. Using evidence from alternating layers of limestone and shale laid down over millions of years in a shallow North American seaway at the time dinosaurs held sway on Earth, the team led by UW-Madison Professor of Geoscience Stephen Meyers and Northwestern University Professor of Earth and Planetary Sciences Brad Sageman discovered the 87 million-year-old signature of a "resonance transition" between Mars and Earth. A resonance transition is the consequence of the "butterfly effect" in chaos theory. It plays on the idea that small changes in the initial conditions of a nonlinear system can have large effects over time. In the context of the solar system, the phenomenon occurs when two orbiting bodies periodically tug at one another, as occurs when a planet in its track around the sun passes in relative proximity to another planet in its own orbit. These small but regular ticks in a planet's orbit can exert big changes on the location and orientation of a planet on its axis relative to the sun and, accordingly, change the amount of solar radiation a planet receives over a given area. Where and how much solar radiation a planet gets is a key driver of climate. "The impact of astronomical cycles on climate can be quite large," explains Meyers, noting as an example the pacing of the Earth's ice ages, which have been reliably matched to periodic changes in the shape of Earth's orbit, and the tilt of our planet on its axis. "Astronomical theory permits a very detailed evaluation of past climate events that may provide an analog for future climate." To find the signature of a resonance transition, Meyers, Sageman and UW-Madison graduate student Chao Ma, whose dissertation work this comprises, looked to the geologic record in what is known as the Niobrara Formation in Colorado. The formation was laid down layer by layer over tens of millions of years as sediment was deposited on the bottom of a vast seaway known as the Cretaceous Western Interior Seaway. The shallow ocean stretched from what is now the Arctic Ocean to the Gulf of Mexico, separating the eastern and western portions of North America. "The Niobrara Formation exhibits pronounced rhythmic rock layering due to changes in the relative abundance of clay and calcium carbonate," notes Meyers, an authority on astrochronology, which utilizes astronomical cycles to measure geologic time. "The source of the clay (laid down as shale) is from weathering of the land surface and the influx of clay to the seaway via rivers. The source of the calcium carbonate (limestone) is the shells of organisms, mostly microscopic, that lived in the water column." Meyers explains that while the link between climate change and sedimentation can be complex, the basic idea is simple: "Climate change influences the relative delivery of clay versus calcium carbonate, recording the astronomical signal in the process. For example, imagine a very warm and wet climate state that pumps clay into the seaway via rivers, producing a clay-rich rock or shale, alternating with a drier and cooler climate state which pumps less clay into the seaway and produces a calcium carbonate-rich rock or limestone." The new study was supported by grants from the National Science Foundation. It builds on a meticulous stratigraphic record and important astrochronologic studies of the Niobrara Formation, the latter conducted in the dissertation work of Robert Locklair, a former student of Sageman's at Northwestern. Dating of the Mars-Earth resonance transition found by Ma, Meyers and Sageman was confirmed by radioisotopic dating, a method for dating the absolute ages of rocks using known rates of radioactive decay of elements in the rocks. In recent years, major advances in the accuracy and precision of radioisotopic dating, devised by UW-Madison geoscience Professor Bradley Singer and others, have been introduced and contribute to the dating of the resonance transition. The motions of the planets around the sun has been a subject of deep scientific interest since the advent of the heliocentric theory -- the idea that the Earth and planets revolve around the sun -- in the 16th century. From the 18th century, the dominant view of the solar system was that the planets orbited the sun like clockwork, having quasiperiodic and highly predictable orbits. In 1988, however, numerical calculations of the outer planets showed Pluto's orbit to be "chaotic" and the idea of a chaotic solar system was proposed in 1989 by astronomer Jacques Laskar, now at the Paris Observatory. Following Laskar's proposal of a chaotic solar system, scientists have been looking in earnest for definitive evidence that would support the idea, says Meyers. "Other studies have suggested the presence of chaos based on geologic data," says Meyers. "But this is the first unambiguous evidence, made possible by the availability of high-quality, radioisotopic dates and the strong astronomical signal preserved in the rocks."
News Article | August 30, 2016
An unusual radio signal from a Sunlike star has prompted alien hunters to take a closer look at the system, located just 94 light years away. The 11 gigahertz radio burst, lasting two seconds, was picked up on May 15, 2015 by the RATAN-600 radio telescope in Zelenchukskaya, Russia, and was kept under wraps for well over a year. Until now. Over the weekend, interstellar spaceflight expert Paul Gilster broke the news that a team led by astronomer Nicolai Bursov of the Special Astrophysical Observatory—and including famed Search for Extraterrestrial Intelligence (SETI) astronomer Claudio Maccone—has been analyzing the signal, and will be presenting findings at the 67th International Astronautical Congress in Guadalajara, Mexico, on September 27. “No one is claiming that this is the work of an extraterrestrial civilization,” Gilster cautioned, “but it is certainly worth further study.” To that end, SETI has trained both its Allen Telescope Array in California and the Boquete Optical SETI Observatory in Panama toward the star, named HD 164595, which is within 100 light years of Earth, in the constellation Hercules—a cosmic stone’s throw away. Adding to the excitement is the star’s status as a veritable “solar twin” to our own Sun, differing in mass by only one percent, and “almost identical” in metallicity, according to Gilster. We also know it hosts at least one planet, a hot Neptune-sized world about 16 times more massive than Earth, with a year of 40 days. Sunlike star with at least one confirmed planet? Check. Near enough to Earth for two-way communication to theoretically take place, albeit over several generations? Check. Strong radio signal at a frequency that is unusual for a natural astronomical source? Triple check. Even the fact that researchers who first recorded the signal kept it a secret smacks of some grand alien-related conspiracy. Maybe it is. But probably not. False positives are a well-known occupational hazard for alien hunters, as SETI director Seth Shostak eloquently demonstrated in a recent Air & Space article about a “dry run” in 1997. The enormous RATAN-600 facility that detected the signal in May 2015. Image: александр с кавказа “The incident demonstrated that any promising signal will become public knowledge immediately, even though it will be days or weeks before it’s rigorously confirmed,” Shostak pointed out. “While that fact should quiet those who think that any detection of alien intelligence would be kept under wraps to avoid panic among the populace, the corollary is that in the future, you should expect to hear about some signals that look good but, after a few days of checking, don’t pan out.” “As soon as an interesting signal tickles a radio telescope, scientists will start tweeting and blogging,” he added. “You can bet on it.” This is a prophetic observation in light of the traction that the HD 164595 signal is already gaining around the world. Though the RATAN-600 researchers neglected to communicate their findings to the wider scientific community for several months—a lag time that has some scientists miffed—the cat is now out of the bag. Naturally, stories about how this unbagged cat is definitely an alien from a Kardashev Type II civilization are rife across the internet. But though the signal is absolutely worthy of further investigation, odds are it has a completely natural explanation. For instance, Jean Schneider, an astronomer based at the Paris Observatory, has proposed that HD 164595 may be intensifying a background radio source via a process called gravitational microlensing, in which powerful gravity fields magnify phenomena behind them from Earth’s perspective. Interference from our own radio communication devices has also not been ruled out as a possible source for the signal. There’s nothing wrong with getting excited over weird feedback from outer space. But the frenzy does recall a timeless lesson that Carl Sagan doled out in the fourth episode of Cosmos: A Personal Journey. "I can't see a thing on the surface of Venus,” Sagan said, channeling over-eager planetary scientists. “Why not? Because it's covered with a dense layer of clouds. Well, what are clouds made of? Water, of course. Therefore, Venus must have an awful lot of water on it. Therefore, the surface must be wet. Well, if the surface is wet, it's probably a swamp. If there's a swamp, there's ferns. If there's ferns, maybe there's even dinosaurs." “Observation: You couldn’t see a thing,” he sums up. “Conclusion: Dinosaurs.” I’m not one to put down any theories about extraterrestrial dinosaurs, but Sagan’s point remains relevant to this day. Our tendency to put the cart light years beyond the horse when it comes to anything alien says much more about the human yearning for connection with other intelligent lifeforms than it does about those speculative civilizations.
News Article | February 21, 2017
Hold on to your hats, my friends, because I have discovered a secret mathematical holiday to observe the last day of this month. This year February 28 happens to be both the day before Lent starts in the western Christian calendar and the 139th anniversary of the birth of mathematician Pierre Fatou (1878-1929). Due to this auspicious confluence of math history, astronomy, the church calendar, and the English language, this year’s Fat Tuesday is Fatou’s Day! Assuming the Vatican and other church authorities don’t alter the way Easter and related holidays are calculated, this concurrence will only happen once more before 2100: in 2090. (It also happened in 2006, but I wasn’t blogging yet, so how would you have known?) You’re going to want to make it count. I believe my first encounter with Fatou was in an analysis (read: beefed-up calculus) class when I learned about Fatou’s lemma. This helpful result in calculus is in a family I think of as commutativity statements. (Commutativity is about whether you can do things in a different order and get the same same answer. In math, as in life, one cannot always interchange operations and expect good results. Ask anyone who has sleepily tried to put on their shoes before changing out of their PJs into their real pants. If life were commutative, it would work!) Fatou’s lemma is about the relationship of the integral of a limit to the limit of an integral. Specifically, it says that if the correct conditions are met, then the integral of the limit inferior of a sequence of functions is less than or equal to the limit inferior of the integrals of the functions in the sequence. (For more rigor, check out Wikipedia or Math3ma.) Fatou is also famous for his contributions to complex dynamics. Basically, he was trying to figure out what happens if you plug a complex number into a function and then plug the output into the same function, lather, rinse, and repeat. I wrote a little more about that idea in my post from a few years ago about fractal kitties and last month’s post about the Mandelbrot set. Basically, sometimes points will stay relatively close to where they start, and sometimes they’ll spiral out wildly to the far reaches of the complex plane. Is there a way to figure out which points do what? The study of complex dynamics eventually led to the definition of Fatou sets and Julia sets. (Julia sets are named after French mathematician Gaston Julia, who studied complex dynamics around the same time as Fatou, though they worked independently.) The Julia set of a polynomial consists of the points that have chaotic behavior near them. That is, some points near them will tumble out to infinity under iteration, and some will stay close. The Fatou set is the complement of the Julia set: all the points surrounded by neighbors who act like they do. They either all flutter away or all stay close to home. Julia and Fatou sets are often beautiful fractals, as you can see in the gorgeous online book Pictures of Julia and Mandelbrot Sets. Furthermore, they give the most obvious way to connect Fatou’s Day to Fat Tuesday: fractal pancakes. Nathan Shields, whose Saipancakes are #pancakegoals, gives some inspiration at the top of this post. If you don't have his pancake skills, don't worry. Not all Julia and Fatou sets are as photogenic as the Mandelbrot set. It will probably be easier to replicate a pancake resembling one of the components of the Fatou set for the polynomial f(z)=(z+z2)/2 at home. Michèle Audin’s book Fatou, Julia, Montel: The Great Prize of Mathematical Sciences of 1918, and Beyond explains a lot of the ins and outs of Fatou’s and Julia’s work on complex dynamics, putting it in context and addressing questions of priority. It also contains a biographical chapter on Fatou that mentions that he was a music-lover and, at least according to family lore, had a parrot. If you want to do a Fatou deep-dive for Fatou’s Day, I highly recommend that book. For those looking to make a pilgrimage, Fatou’s birth and death cities are both in Brittany, France: Lorient and Pornichet, respectively. He studied at the École Normale Supérieure in Paris and worked for the rest of his life at the Paris Observatory. He lived at 172 Boulevard du Montparnasse, just around the corner from the observatory, for several years. There is no plaque for him, but I know from experience that it is possible to visit the address and make people look at you weird while you try to get the best possible selfie in front of what is now a dental practice. Sadly, there is no Rue Fatou among the nearly 100 Paris streets named for mathematicians, but there is a Rue Fatou in Meaux, a town about 25 miles northeast of Paris. The administration of the city of Meaux has not yet answered my email (undoubtedly in bad French) inquiring about the origin of the street's name, so I do not know whether it was named in honor of the mathematician. So for a perfect Fatou's Day, integrate a sequence of functions, draw some fractals, and eat mathematical pancakes!