Anthemius of Tralles (ca. 474 – ca. 534): a professor of geometry and architecture, authored many influential works on mathematics and was one of the architects of the famed Hagia Sophia, the largest building in the world at its time. His works were among the most important source texts in the Arab world and Western Europe for centuries after.
John Philoponus (ca. 490–ca. 570): also known as John the Grammarian, a Christian Byzantine philosopher, launched a revolution in the understanding of physics by critiquing and correcting the earlier works of Aristotle. In the process he proposed important concepts such as a rudimentary notion of inertia and the invariant acceleration of falling objects. Although his works were repressed at various times in the Byzantine Empire, because of religious controversy, they would nevertheless become important to the understanding of physics throughout Europe and the Arab world.
Paul of Aegina (ca. 625–ca. 690): considered by some to be the greatest Christian Byzantine surgeon, developed many novel surgical techniques and authored the medical encyclopedia Medical Compendium in Seven Books. The book on surgery in particular was the definitive treatise in Europe and the Islamic world for hundreds of years.
The Venerable Bede (ca. 672–735): a Christian monk of the monasteries of Wearmouth and Jarrow who wrote a work On the Nature of Things, several books on the mathematical / astronomical subject of computus, the most influential entitled On the Reckoning of Time. He made original discoveries concerning the nature of the tides and his works on computus became required elements of the training of clergy, and thus greatly influenced early medieval knowledge of the natural world.
Rabanus Maurus (c. 780 – 856): a Christian monk and teacher, later archbishop of Mainz, who wrote a treatise on Computus and the encyclopedic work De universo. His teaching earned him the accolade of "Praeceptor Germaniae," or "the teacher of Germany."
Abbas Ibn Firnas (810 – 887): a polymath and inventor in Muslim Spain, made contributions in a variety of fields and is most known for his contributions to glass-making and aviation. He developed novel ways of manufacturing and using glass. He broke his back at an unsuccessful attempt at flying a primitive hang glider in 875.
Pope Sylvester II (c. 946–1003): a Christian scholar, teacher, mathematician, and later pope, reintroduced the abacus and armillary sphere to Western Europe after they had been lost for centuries following the Greco-Roman era. He was also responsible in part for the spread of the Hindu-Arabic numeral system in Western Europe.
Maslamah al-Majriti (died 1008): a mathematician, astronomer, and chemist in Muslim Spain, made contributions in many areas, from new techniques for surveying to updating and improving the astronomical tables of al-Khwarizmi and inventing a process for producing mercury oxide.[citation needed] He is most famous, though, for having helped transmit knowledge of mathematics and astronomy to Muslim Spain and Christian Western Europe.
Abulcasis (936-1013): a physician and scientist in Muslim Spain, is considered to be the father of modern surgery. He wrote numerous medical texts, developed many innovative surgical instruments, and developed a variety of new surgical techniques and practices. His texts were considered the definitive works on surgery in Europe until the Renaissance.
Constantine the African (c. 1020&–1087): a Christian native of Carthage, is best known for his translating of ancient Greek and Roman medical texts from Arabic into Latin while working at the Schola Medica Salernitana in Salerno, Italy. Among the works he translated were those of Hippocrates and Galen.
Arzachel (1028–1087): the foremost astronomer of the early second millennium, lived in Muslim Spain and greatly expanded the understanding and accuracy of planetary models and terrestrial measurements used for navigation. He developed key technologies including the equatorium and universal latitude-independent astrolabe.
Avempace (died 1138): a famous physicist from Muslim Spain who had an important influence on later physicists such as Galileo. He was the first to theorize the concept of a reaction force for every force exerted.
Adelard of Bath (c. 1080 – c. 1152): was a 12th-century English scholar, known for his work in astronomy, astrology, philosophy and mathematics.
Avenzoar (1091–1161): from Muslim Spain, introduced an experimental method in surgery, employing animal testing in order to experiment with surgical procedures before applying them to human patients.[4] He also performed the earliest dissections and postmortem autopsies on both humans as well as animals.
Robert Grosseteste (1168–1253): Bishop of Lincoln, was the central character of the English intellectual movement in the first half of the 13th century and is considered the founder of scientific thought in Oxford. He had a great interest in the natural world and wrote texts on the mathematical sciences of optics, astronomy and geometry. In his commentaries on Aristotle's scientific works, he affirmed that experiments should be used in order to verify a theory, testing its consequences. Roger Bacon was influenced by his work on optics and astronomy.
Albert the Great (1193–1280): Doctor Universalis, was one of the most prominent representatives of the philosophical tradition emerging from the Dominican Order. He is one of the thirty-three Saints of the Roman Catholic Church honored with the title of Doctor of the Church. He became famous for his vast knowledge and for his defence of the pacific coexistence between science and religion. Albert was an essential figure in introducing Greek and Islamic science into the medieval universities, although not without hesitation with regard to particular Aristotelian theses. In one of his most famous sayings he asserted: "Science does not consist in ratifying what others say, but of searching for the causes of phenomena." Thomas Aquinas was his most famous pupil.
John of Sacrobosco (c. 1195 – c. 1256): was a scholar, monk, and astronomer (probably English, but possibly Irish or Scottish) who taught at the University of Paris and wrote an authoritative and influential mediaeval astronomy text, the Tractatus de Sphaera; the Algorismus, which introduced calculations with Hindu-Arabic numerals into the European university curriculum; the Compotus ecclesiasticis on Easter reckoning; and the Tractatus de quadrante on the construction and use of the astronomical quadrant.
Jordanus de Nemore (late 12th, early 13th century): was one of the major pure mathematicians of the Middle Ages. He wrote treatises on mechanics ("the science of weights"), on basic and advanced arithmetic, on algebra, on geometry, and on the mathematics of stereographic projection.
Villard de Honnecourt (fl. 13th century): a French engineer and architect who made sketches of mechanical devices such as automatons and perhaps drew a picture of an early escapement mechanism for clockworks.
Roger Bacon (1214–94): Doctor Admirabilis, joined the Franciscan Order around 1240 where, influenced by Grosseteste, Alhacen and others, he dedicated himself to studies where he implemented the observation of nature and experimentation as the foundation of natural knowledge. Bacon wrote in such areas as mechanics, astronomy, geography and, most of all, optics. The optical research of Grosseteste and Bacon established optics as an area of study at the medieval university and formed the basis for a continuous tradition of research into optics that went all the way up to the beginning of the 17th century and the foundation of modern optics by Kepler.[8]
Ibn al-Baitar (died 1248): a botanist and pharmacist in Muslim Spain, researched over 1400 types of plants, foods, and drugs and compiled pharmaceutical and medical encyclopedias documenting his research. These were used in the Islamic world and Europe until the 19th century.
Theodoric Borgognoni (1205-1296): was an Italian Dominican friar and Bishop of Cervia who promoted the uses of both antiseptics and anaesthetics in surgery. His written work had a deep impact on Henri de Mondeville, who studied under him while living in Italy and later became the court physician for King Philip IV of France.
William of Saliceto (1210-1277): was an Italian surgeon of Lombardy who advanced medical knowledge and even challenged the work of the renowned Greco-Roman surgeon Galen (129-216 AD) by arguing that allowing pus to form in wounds was detrimental to the health of he patient.
Thomas Aquinas (1227–74): Doctor Angelicus, was an Italian theologian and friar in the Dominican Order. As his mentor Albert the Great, he is a Catholic Saint and Doctor of the Church. In addition to his extensive commentaries on Aristotle's scientific treatises, he was also said to have written an important alchemical treatise titled Aurora Consurgens. However, his most lasting contribution to the scientific development of the period was his role in the incorporation of Aristotelianism into the Scholastic tradition.
Arnaldus de Villa Nova (1235-1313): was an alchemist, astrologer, and physician from the Crown of Aragon who translated various Arabic medical texts, including those of Avicenna, and performed optical experiments with camera obscura.
John Duns Scotus (1266–1308): Doctor Subtilis, was a member of the Franciscan Order, philosopher and theologian. Emerging from the academic environment of the University of Oxford. where the presence of Grosseteste and Bacon was still palpable, he had a different view on the relationship between reason and faith as that of Thomas Aquinas. For Duns Scotus, the truths of faith could not be comprehended through the use of reason. Philosophy, hence, should not be a servant to theology, but act independently. He was the mentor of one of the greatest names of philosophy in the Middle Ages: William of Ockham.
Mondino de Liuzzi (c. 1270-1326): was an Italian physician, surgeon, and anatomist from Bologna who was one of the first in Medieval Europe to advocate for the public dissection of cadavers for advancing the field of anatomy. This followed a long-held Christian ban on dissections performed by the Alexandrian school in the late Roman Empire.
William of Ockham (1285–1350): Doctor Invincibilis, was an English Franciscan friar, philosopher, logician and theologian. Ockham defended the principle of parsimony, which could already be seen in the works of his mentor Duns Scotus. His principle later became known as Occam's Razor and states that if there are various equally valid explanations for a fact, then the simplest one should be chosen. This became a foundation of what would come to be known as the scientific method and one of the pillars of reductionism in science. Ockham probably died of the Black Plague. Jean Buridan and Nicole Oresme were his followers.
Jacopo Dondi dell'Orologio (1290-1359): was an Italian doctor, clockmaker, and astronomer from Padua who wrote on a number of scientific subjects such as pharmacology, surgery, astrology, and natural sciences. He also designed an astronomical clock.
Richard of Wallingford (1292-1336): an English abbot, mathematician, astronomer, and horologist who designed an astronomical clock as well as an equatorium to calculate the lunar, solar and planetary longitudes, as well as predict eclipses.
Jean Buridan (1300–58): was a French philosopher and priest. Although he was one of the most famous and influent philosophers of the late Middle Ages, his work today is not renowned by people other than philosophers and historians. One of his most significant contributions to science was the development of the theory of impetus, that explained the movement of projectiles and objects in free-fall. This theory gave way to the dynamics of Galileo Galilei and for Isaac Newton's famous principle of Inertia.
Guy de Chauliac (1300-1368): was a French physician and surgeon who wrote the Chirurgia magna, a widely read publication throughout medieval Europe that became one of the standard textbooks for medical knowledge for the next three centuries. During the Black Death he clearly distinguished Bubonic Plague and Pneumonic Plague as separate diseases, that they were contagious from person to person, and offered advice such as quarantine to avoid their spread in the population. He also served as the personal physician for three successive popes of the Avignon Papacy.
John Arderne (1307-1392): was an English physician and surgeon who invented his own anesthetic that combined hemlock, henbane, and opium. In his writings, he also described how to properly excise and remove the abscess caused by anal fistula.
Nicole Oresme (c. 1323–82): was one of the most original thinkers of the 14th century. A theologian and bishop of Lisieux, he wrote influential treatises in both Latin and French on mathematics, physics, astronomy, and economics. In addition to these contributions, Oresme strongly opposed astrology and speculated about the possibility of a plurality of worlds.
Giovanni Dondi dell'Orologio (c. 1330-1388): was a clockmaker from Padua, Italy who designed the astarium, an astronomical clock and planetarium that utilized the escapement mechanism that had been recently invented in Europe. He also attempted to describe the mechanics of the solar system with mathematical precision.
Photo: Photograph of Mae Reeves and a group of women standing on stairs, Collection of the Smithsonian National Museum of African American History and Culture, Gift from Mae Reeves and her children, Donna Limerick and William Mincey, Jr.
African American women have been wearing fancy hats for generations to church. In 1940, Mae Reeves started Mae’s Millinery Shop in 1940 in Philadelphia, PA with a $500 bank loan. The shop stayed open until 1997 and helped dress some of the most famous African American women in the country, including iconic singers Marian Anderson, Ella Fitzgerald and Lena Horne.
Reeves was known for making all of her customers feel welcomed and special, whether they were domestic workers, professional women, or socialites from Philadelphia’s affluent suburban Main Line. Customer’s at Mae’s would sit at her dressing table or on her settee, telling stories and sharing their troubles.
Photo: Pink mushroom hat with flowers from Mae’s Millinery Shop, Collection of the Smithsonian National Museum of African American History and Culture. In our Power of Place exhibition, we recreated a portion of Reeves’ shop to showcase this African American tradition. Our shop includes its original red-neon sign, sewing machine, antique store furniture and hats. View artifacts from Mae’s Millinery Shop in our collection: s.si.edu/2oVlbFj
So, going by the tags on my recent jump gifsets, the difference between jumps is apparently still a source of great bewilderment for some people. Now I could link you to some excellent posts on the topic, but since I am, as usual, an extra lil piece of dirt with too much work to do and a lifetime’s worth of procrastination, I’ve decided to put together my own layman’s guide to identifying figure skating jumps (stressed on the layman part).
First, here be a flowchart, since everybody loves flowcharts, right?
If the flowchart works as intended and you can now tell the jumps apart, great! If you need a bit more explanation and illustration, read on.
Keep reading
Anybody who has studied Japanese and Linguistics will know that Japanese is a part of the Japonic language family. For many years it was thought that Japanese was a language isolate, unrelated to any other language (Although there is some debate as to whether or not Japanese and Korean are related). Today, most linguists are in agreement that Japanese is not an isolate. The Japonic languages are split into two groups: Japanese (日本語) and its dialects, which range from standard Eastern Japanese (東日本方言) to the various dialects found on Kyūshū (九州日本方言), which are, different, to say the least. The Ryukyuan Languages (琉球語派). Which are further subdivided into Northern and Southern Ryukyuan languages. Okinawan is classified as a Northern Ryukyuan Languages. There are a total of 6 Ryukyuan languages, each with its own dialects. The Ryukyuan languages exist on a continuum, somebody who speaks Okinawan will have a more difficult time understanding the Yonaguni Language, which is spoken on Japan’s southernmost populated island. Japanese and Okinawan (I am using the Naha dialect of Okinawan because it was the standard language of the Ryukyu Kingdom), are not intelligible. Calling Okinawan a dialect of Japanese is akin to calling Dutch a dialect of English. It is demonstrably false. Furthermore, there is an actual Okinawan dialect of Japanese, which borrows elements from the Okinawan language and infuses it with Japanese. So, where did the Ryukyuan languages come from? This is a question that goes hand in hand with theories about where Ryukyuan people come from. George Kerr, author of Okinawan: The History of an Island People (An old book, but necessary read if you’re interested in Okinawa), theorised that Ryukyuans and Japanese split from the same population, with one group going east to Japan from Korea, whilst the other traveled south to the Ryukyu Islands. “In the language of the Okinawan country people today the north is referred to as nishi, which Iha Fuyu (An Okinawn scholar) derives from inishi (’the past’ or ‘behind’), whereas the Japanese speak of the west as nishi. Iha suggests that in both instances there is preserved an immemorial sense of the direction from which migration took place into the sea islands.” (For those curious, the Okinawan word for ‘west’ is いり [iri]). But, it must be stated that there are multiple theories as to where Ryukyuan and Japanese people came from, some say South-East Asia, some say North Asia, via Korea, some say that it is a mixture of the two. However, this post is solely about language, and whilst the relation between nishi in both languages is intriguing, it is hardly conclusive. With that said, the notion that Proto-Japonic was spoken by migrants from southern Korea is somewhat supported by a number of toponyms that may be of Gaya origin (Or of earlier, unattested origins). However, it also must be said, that such links were used to justify Japanese imperialism in Korea. Yeah, when it comes to Japan and Korea, and their origins, it’s a minefield. What we do know is that a Proto-Japonic language was spoken around Kyūshū, and that it gradually spread throughout Japan and the Ryukyu Islands. The question of when this happened is debatable. Some scholars say between the 2nd and 6th century, others say between the 8th and 9th centuries. The crucial issue here, is the period in which proto-Ryukyuan separated from mainland Japanese. “The crucial issue here is that the period during which the proto-Ryukyuan separated(in terms of historical linguistics) from other Japonic languages do not necessarily coincide with the period during which the proto-Ryukyuan speakers actually settled on the Ryūkyū Islands.That is, it is possible that the proto-Ryukyuan was spoken on south Kyūshū for some time and the proto-Ryukyuan speakers then moved southward to arrive eventually in the Ryūkyū Islands.” This is a theory supported by Iha Fuyu who claimed that the first settlers on Amami were fishermen from Kyūshū. This opens up two possibilities, the first is that ‘Proto-Ryukyuan’ split from ‘Proto-Japonic’, the other is that it split from ‘Old-Japanese’. As we’ll see further, Okinawan actually shares many features with Old Japanese, although these features may have existed before Old-Japanese was spoken. So, what does Okinawan look like? Well, to speakers of Japanese it is recognisable in a few ways. The sentence structure is essentially the same, with a focus on particles, pitch accent, and a subject-object-verb word order. Like Old Japanese, there is a distinction between the terminal form ( 終止形 ) and the attributive form ( 連体形 ). Okinawan also maintains the nominative function of nu ぬ (Japanese: no の). It also retains the sounds ‘wi’ ‘we’ and ‘wo’, which don’t exist in Japanese anymore. Other sounds that don’t exist in Japanese include ‘fa’ ‘fe’ ‘fi’ ‘tu’ and ‘ti’. Some very basic words include: はいさい (Hello, still used in Okinawan Japanese) にふぇーでーびる (Thank you) うちなー (Okinawa) 沖縄口 (Uchinaa-guchi is the word for Okinawan) めんそーれー (Welcome) やまとぅ (Japan, a cognate of やまと, the poetic name for ‘Japan’) Lots of Okinawan can be translated into Japanese word for word. For example, a simple sentence, “Let’s go by bus” バスで行こう (I know, I’m being a little informal haha!) バスっし行ちゃびら (Basu sshi ichabira). As you can see, both sentences are structured the same way. Both have the same loanword for ‘bus’, and both have a particle used to indicate the means by which something is achieved, ‘で’ in Japanese, is ‘っし’ in Okinawan. Another example sentence, “My Japanese isn’t as good as his” 彼より日本語が上手ではない (Kare yori nihon-go ga jouzu dewanai). 彼やか大和口ぬ上手やあらん (Ari yaka yamatu-guchi nu jooji yaaran). Again, they are structured the same way (One important thing to remember about Okinawan romanisation is that long vowels are represented with ‘oo’ ‘aa’ etc. ‘oo’ is pronounced the same as ‘ou’). Of course, this doesn’t work all of the time, if you want to say, “I wrote the letter in Okinawan” 沖縄語で手紙を書いた (Okinawa-go de tegami wo kaita). 沖縄口さーに手紙書ちゃん (Uchinaa-guchi saani tigami kachan). For one, さーに is an alternate version of っし, but, that isn’t the only thing. Okinawan doesn’t have a direct object particle (を in Japanese). In older literary works it was ゆ, but it no longer used in casual speech. Introducing yourself in Okinawan is interesting for a few reasons as well. Let’s say you were introducing yourself to a group. In Japanese you’d say みんなさこんにちは私はフィリクスです (Minna-san konnichiwa watashi ha Felixdesu) ぐすよー我んねーフィリクスでぃいちょいびーん (Gusuyoo wan’nee Felix di ichoibiin). Okinawan has a single word for saying ‘hello’ to a group. It also showcases the topic marker for names and other proper nouns. In Japanese there is only 1, は but Okinawan has 5! や, あー, えー, おー, のー! So, how do you know which to use? Well, there is a rule, typically the particle fuses with short vowels, a → aa, i → ee, u → oo, e → ee, o → oo, n → noo. Of course, the Okinawan pronoun 我ん, is a terrible example, because it is irregular, becoming 我んねー instead of 我んのー or 我んや. Yes. Like Japanese, there are numerous irregularities to pull your hair out over! I hope that this has been interesting for those who have bothered to go through the entire thing. It is important to discuss these languages because most Ryukyuan languages are either ‘definitely’ or ‘critically’ endangered. Mostly due to Japanese assimilation policies from the Meiji period onward, and World War 2. The people of Okinawa are a separate ethnic group, with their own culture, history, poems, songs, dances and languages. It would be a shame to lose something that helps to define a group of people like language does. I may or may not look in the Kyūshū dialects of Japanese next time. I’unno, I just find them interesting.
The answer is NO, you can not. This is why all map projections are innacurate and distorted, requiring some form of compromise between how accurate the angles, distances and areas in a globe are represented.
This is all due to Gauss’s Theorema Egregium, which dictates that you can only bend surfaces without distortion/stretching if you don’t change their Gaussian curvature.
The Gaussian curvature is an intrinsic and important property of a surface. Planes, cylinders and cones all have zero Gaussian curvature, and this is why you can make a tube or a party hat out of a flat piece of paper. A sphere has a positive Gaussian curvature, and a saddle shape has a negative one, so you cannot make those starting out with something flat.
If you like pizza then you are probably intimately familiar with this theorem. That universal trick of bending a pizza slice so it stiffens up is a direct result of the theorem, as the bend forces the other direction to stay flat as to maintain zero Gaussian curvature on the slice. Here’s a Numberphile video explaining it in more detail.
However, there are several ways to approximate a sphere as a collection of shapes you can flatten. For instance, you can project the surface of the sphere onto an icosahedron, a solid with 20 equal triangular faces, giving you what it is called the Dymaxion projection.
The Dymaxion map projection.
The problem with this technique is that you still have a sphere approximated by flat shapes, and not curved ones.
One of the earliest proofs of the surface area of the sphere (4πr2) came from the great Greek mathematician Archimedes. He realized that he could approximate the surface of the sphere arbitrarily close by stacks of truncated cones. The animation below shows this construction.
The great thing about cones is that not only they are curved surfaces, they also have zero curvature! This means we can flatten each of those conical strips onto a flat sheet of paper, which will then be a good approximation of a sphere.
So what does this flattened sphere approximated by conical strips look like? Check the image below.
But this is not the only way to distribute the strips. We could also align them by a corner, like this:
All of this is not exactly new, of course, but I never saw anyone assembling one of these. I wanted to try it out with paper, and that photo above is the result.
It’s really hard to put together and it doesn’t hold itself up too well, but it’s a nice little reminder that math works after all!
Here’s the PDF to print it out, if you want to try it yourself. Send me a picture if you do!
Look! A scientist who says more scrutiny is needed! Yea!
AND - “Don’t try this at home!”
Earlier this month, György Buzsáki of New York University (NYU) in New York City showed a slide that sent a murmur through an audience in the Grand Ballroom of New York’s Midtown Hilton during the annual meeting of the Cognitive Neuroscience Society. It wasn’t just the grisly image of a human cadaver with more than 200 electrodes inserted into its brain that set people whispering; it was what those electrodes detected—or rather, what they failed to detect.
When Buzsáki and his colleague, Antal Berényi, of the University of Szeged in Hungary, mimicked an increasingly popular form of brain stimulation by applying alternating electrical current to the outside of the cadaver’s skull, the electrodes inside registered little. Hardly any current entered the brain. On closer study, the pair discovered that up to 90% of the current had been redirected by the skin covering the skull, which acted as a “shunt,” Buzsáki said.
The new, unpublished cadaver data make dramatic effects on neurons unlikely, Buzsáki says. Most tDCS and tACS devices deliver about 1 to 2 milliamps of current. Yet based on measurements from electrodes inside multiple cadavers, Buzsaki calculated that at least 4 milliamps—roughly equivalent to the discharge of a stun gun—would be necessary to stimulate the firing of living neurons inside the skull. Buzsáki notes he got dizzy when he tried 5 milliamps on his own scalp. “It was alarming,” he says, warning people not to try such intense stimulation at home.
Buzsáki expects a living person’s skin would shunt even more current away from the brain because it is better hydrated than a cadaver’s scalp. He agrees, however, that low levels of stimulation may have subtle effects on the brain that fall short of triggering neurons to fire. Electrical stimulation might also affect glia, brain cells that provide neurons with nutrients, oxygen, and protection from pathogens, and also can influence the brain’s electrical activity. “Further questions should be asked” about whether 1- to 2-milliamp currents affect those cells, he says.
Buzsáki, who still hopes to use such techniques to enhance memory, is more restrained than some critics. The tDCS field is “a sea of bullshit and bad science—and I say that as someone who has contributed some of the papers that have put gas in the tDCS tank,” says neuroscientist Vincent Walsh of University College London. “It really needs to be put under scrutiny like this.”
(Image caption: If this picture makes you feel uncomfortable, you feel empathic pain. This sensation activates the same brain regions as real pain. © Kai Weinsziehr for MPG)
The anatomy of pain
Grimacing, we flinch when we see someone accidentally hit their thumb with a hammer. But is it really pain we feel? Researchers at the Max Planck Institute for Human Cognitive and Brain Sciences in Leipzig and other institutions have now proposed a new theory that describes pain as a multi-layered gradual event which consists of specific pain components, such as a burning sensation in the hand, and more general components, such as negative emotions. A comparison of the brain activation patterns during both experiences could clarify which components the empathic response shares with real pain.
Imagine you’re driving a nail into a wall with a hammer and accidentally bang your finger. You would probably injure finger tissue, feel physical distress, focus all your attention on your injured finger and take care not to repeat the misfortune. All this describes physical and psychological manifestations of “pain” – specifically, so-called nociceptive pain experienced by your body, which is caused by the stimulation of pain receptors.
Now imagine that you see a friend injure him or herself in the same way. You would again literally wince and feel pain, empathetic pain in this case. Although you yourself have not sustained any injury, to some extent you would experience the same symptoms: You would feel anxiety; you may recoil to put distance between yourself and the source of the pain; and you would store information about the context of the experience in order to avoid pain in the future.
Activity in the brain
Previous studies have shown that the same brain structures – namely the anterior insula and the cingulate cortex – are activated, irrespective of whether the pain is personally experienced or empathetic. However, despite this congruence in the underlying activated areas of the brain, the extent to which the two forms of pain really are similar remains a matter of considerable controversy.
To help shed light on the matter, neuroscientists, including Tania Singer, Director at the Max Planck Institute for Human Cognitive and Brain Sciences in Leipzig, have now proposed a new theory: “We need to get away from this either-or question, whether the pain is genuine or not.”
Instead, it should be seen as a complex interaction of multiple elements, which together form the complex experience we call “pain”. The elements include sensory processes, which determine, for example, where the pain stimulus was triggered: in the hand or in the foot? In addition, emotional processes, such as the negative feeling experienced during pain, also come into play. “The decisive point is that the individual processes can also play a role in other experiences, albeit in a different activation pattern,” Singer explains – for example, if someone tickles your hand or foot, or you see images of people suffering on television. Other processes, such as the stimulation of pain receptors, are probably highly specific to pain. The neuroscientists therefore propose comparing the elements of direct and empathetic pain: Which elements are shared and which, by contrast, are specific and unique to the each form of pain?
Areas process general components
A study that was published almost simultaneously by scientists from the Max Planck Institute for Human Cognitive and Brain Sciences and the University of Geneva has provided strong proof of this theory: They were able to demonstrate for the first time that during painful experiences the anterior insula region and the cingulate cortex process both general components, which also occur during other negative experiences such as disgust or indignation, and specific pain information – whether the pain is direct or empathic.
The general components signal that an experience is in fact unpleasant and not joyful. The specific information, in turn, tells us that pain – not disgust or indignation – is involved, and whether the pain is being experienced by you or someone else. “Both the nonspecific and the specific information are processed in parallel in the brain structures responsible for pain. But the activation patterns are different,” says Anita Tusche, also a neuroscientist at the Max Planck Institute in Leipzig and one of the authors of the study.
Thanks to the fact that our brain deals with these components in parallel, we can process various unpleasant experiences in a time-saving and energy-saving manner. At the same time, however, we are able register detailed information quickly, so that we know exactly what kind of unpleasant event has occurred – and whether it affects us directly or vicariously. “The fact that our brain processes pain and other unpleasant events simultaneously for the most part, no matter if they are experienced by us or someone else, is very important for social interactions,” Tusche says, “because it helps to us understand what others are experiencing.”
On October 14, 1947, Captain Charles “Chuck” Yeager became the first human to break the sound barrier during powered level flight while flying the experimental Bell X-1 aircraft.
File Unit: X-1 Photographs, 12/11/1946 - 10/21/1947. Series: Flight Test Project Files, ca. 1945 - ca. 1959. Record Group 255: Records of the National Aeronautics and Space Administration, 1903 - 2006 .
Photograph of Captain Charles E. Yeager, 5/1948
Read Chuck Yeager’s notes from the moment that he broke the sound barrier:
“The needle of the machmeter fluctuated at this reading momentarily, then passed off the scale. Assuming that the off scale reading remained linear, it is estimated that 1.05 Mach i was attained at this time.”
Pilot’s Notes from the Ninth Powered Flight of the XS-1 (First supersonic flight)
Read more Pilot’s notes from these test flights in the X-1 Correspondence file in the National Archives catalog.
A reblog of nerdy and quirky stuff that pique my interest.
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