Go down deep enough into anything
and you will find mathematics.
~Dean Schlicter
I often quoted a similar idea to my students;"In any endeavor, at the top of the heap, the bottom line, is math."
The 158th day of the year; 158 is the smallest number such that sum of the number plus its reverse is a non-palindromic prime: 158 + 851 = 1009 and 1009 is a non-palindromic prime. *Number Gossip (What's the next one?)
158 is the sum of the first nine Mersenne prime exponents.
158 is the smallest number such that the sum of the number and its reverse is a prime that is not a palindrom, i.e., 158 + 851 = 1009.*Prime Curios
The decimal expansion of 100! (the product of the first 100 natural numbers) has 158 digits.
EVENTS
1634 In a letter which he wrote at Dover in England to Mersenne on 7 June 1634, Bernard Frenicle describes an experiment to study the trajectory of a body released from the top of the mast of a moving ship. The data which he presents in the letter is quite accurate. Again on a more applied mathematical topic, Frenicle wrote an article which makes comments on Galileo's Dialogue. *SAU
1713 Johan Bernoulli (I) writes to Leibniz from Basil to stir the pot in the great calculus dispute. "...my nephew (Nikolaus) brought from Paris a single copy of the Commercium Epistolicum... sent from London for distribution to the learned.... you are at once accused by a tribunal consisting,..., of the participants and witnesses themselves.. documents against you are produced, sentence is passed; you lose the case, you are condemned." *The Correspondence of Isaac Newton (Thony Christie points out that this was about "At the same time as Newton was making him a member of the Royal Society <= Embarrassing!" )
1742, the German mathematician Christian Goldbach originally of Brandenburg-Prussia wrote a letter to Leonhard Euler (letter XLIII) in which he proposed the following conjecture:
“Every integer which can be written as the sum of two primes, can also be written as the sum of as many primes as one wishes, until all terms are units.”
He then proposed a second conjecture in the margin of his letter:
“Every integer greater than 2 can be written as the sum of three primes.”
He considered 1 to be a prime number, a convention subsequently abandoned. Today the conjecture is usually stated as "Every even integer greater than 2 can be expressed as the sum of two primes." The two conjectures are now known to be equivalent, but this did not seem to be an issue at the time. A modern version of Goldbach's marginal conjecture is:
Every integer greater than 5 can be written as the sum of three primes.
*Wik
1759 Benjamin Franklin writes to William Heberden, 7 June 1759 On the electical effects of heated Tourmaline crystals. Tourmaline crystals, brought to Europe from the East by the Dutch early in the eighteenth century, began to attract the attention of electrical scientists when they found that, if heated, they had the power of attracting and repelling ashes and other light substances. Franklin’s letter is the earliest known report on such investigations in England. Since it was not published for ten years, however, or read to the Royal Society, his friends John Canton and Benjamin Wilson, accounts of whose experiments became public later in 1759, gained general priority among English investigators of the subject. *Franklin Papers, Natl.Archives
1886 Just two-and-a-half years after Winifred Edgerton entered Columbia, she completed her thesis. At the Board of Trustees meeting that day the following motion was made and passed unanimously: “That in consideration of the extraordinary excellence of the scientific work done by Miss Winifred Edgerton, as attested by the Professors who have had the superintendence of her course in practical Astronomy, and the Pure Mathematics in the Graduate Department, the degree of Doctor of Philosophy can be conferredupon Miss Edgerton cum laude”
Winifred Edgerton thus became the first American woman to receive her Ph.D. in mathematics and the first woman to graduate from Columbia University.*Susan E. Kelly and Sarah A. Rozner *AMS Notices,Volume 59, Number 4
1906 The New York Times reported on an early implementation of what might be considered speed bumps in the U.S. town of Chatham, New Jersey, which planned to raise its crosswalks five inches above the road level: "This scheme of stopping automobile speeding has been discussed by different municipalities, but Chatham is the first place to put it in practice". The average automobile's top speed at the time was around 30 miles per hour (48 km/h) The more conventional speed bumps you are familiar with today seem to have been invented by Arthur Holly Compton, a physicist and winner of the Nobel Prize in physics in 1927. He created his "traffic control bumps," in 1953 after noticing the speed at which motorists passed Brookings Hall at Washington University in St. Louis, Missouri, where he was chancellor. *Wik with HT to arclight @arclight
1914 the Alliance was the first vessel to pass through the Panama Canal.*TIS
1958 France issued a stamp with a portrait of Denis Diderot (1713–1784). [Scott #B 323].
BIRTHS
1761 John Rennie (7 June 1761 – 4 October 1821) Scottish engineer and architect who designed London Bridge. After working as a millwright with Andrew Meikle he studied at Edinburgh University (1780-83). He was employed by Boulton & Watt for five years In 1791, he moved to London and started his own engineering company. Over the next few years he became famous as a bridge-builder, including Leeds Bridge, Southwark Bridge and Waterloo Bridge. He was also designed and built docks at Hull, Liverpool, Greenock and Leith and improving the harbours and dockyards at Portsmouth, Chatham and Plymouth. His last project was London Bridge, though he died in 1821 before it was finished. The bridge was completed by his son, Sir John Rennie.*TIS 1862 Philipp Eduard Anton von Lenard (7 June 1862 – 20 May 1947), was a German physicist and the winner of the Nobel Prize for Physics in 1905 for his research on cathode rays and the discovery of many of their properties. He was a nationalist and anti-Semite; as an active proponent of the Nazi ideology, he had supported Adolf Hitler in the 1920s and was an important role model for the "Deutsche Physik" movement during the Nazi period.
Lenard is remembered today as a strong German nationalist who despised "English physics", which he considered to have stolen its ideas from Germany. He joined the National Socialist Party before it became politically necessary or popular to do so. During the Nazi regime, he was the outspoken proponent of the idea that Germany should rely on "Deutsche Physik" and ignore what he considered the fallacious and deliberately misleading ideas of "Jewish physics", by which he meant chiefly the theories of Albert Einstein, including "the Jewish fraud" of relativity. An advisor to Adolf Hitler, Lenard became Chief of Aryan physics under the Nazis. *Wik
1863 Edward Burr Van Vleck born. (June 7, 1863, Middletown, Connecticut – June 3, 1943, Madison, Wisconsin) The son of astronomer John Monroe Van Vleck, he graduated from Wesleyan University in 1884, attended Johns Hopkins in 1885-87, and studied at Göttingen (Ph.D., 1893). He was assistant professor and professor at Wesleyan (1895-1906), and after 1906 a professor at the University of Wisconsin–Madison, where the mathematics building is named after him. In 1913 he became president of the American Mathematical Society, of whose Transactions he had been first associate editor (1902-05) and then editor (1905-10). He was the author of Theory of Divergent Series and Algebraic Continued Fractions (1903), and of several monographs in mathematical journals. His son, John Hasbrouck van Vleck, was a notable physicist who received the Nobel Prize in 1977.
Edward van Vleck was also an important art collector, particularly in the medium of Japanese woodblock prints (principally Ukiyo-e), known as Van Vleck Collection. He began collecting around 1909, but became a serious collector in the late 1920s, when he acquired approximately 4,000 prints that had been owned by Frank Lloyd Wright. His collection, one of the largest in the world outside the Library of Congress, features more than 2,000 prints by Utagawa Hiroshige as well as many prints by Hokusai, and fine examples of shin hanga made well into the 20th century. His collection now resides at the Chazen Museum of Art in Madison, Wisconsin.*Wik
1868 Sir John Sealy Edward Townsend (7 Jun 1868, 16 Feb 1957 at age 88) British physicist who pioneered in the study of electrical conduction in gases. In 1898 he made the first direct measurement of the unit electrical charge (e). As a postgraduate, he was a research student of J. J. Thomson. In 1897, Townsend developed the falling-drop method for measuring e, using saturated clouds of charged water droplets (extended by Robert Millikan's highly accurate oil-drop method). He was first to explain how electric discharges pass through gases (Electricity in Gases, 1915) whereby motion of electrons in an electric field releases more electrons by collision. These in turn collide releasing even more electrons in a multiplication of charges known as an avalanche. *TIS
1877 Charles Barkla (7 June 1877 to 23 October 1944) was an influential English physicist who became professor of Natural Philosophy in Edinburgh. He was awarded the Nobel Prize for Physics in 1917 for his work on X-ray spectroscopy.
1890 Werner Schmeidler born. He worked in analysis and applied mathematics.*SAU He studied mathematics in Göttingen. From 1939 he was Professor at the Technical University of Berlin , where he held the Chair of Pure and Applied Mathematics until the summer semester 1958. *Wik
1896 Robert Sunderson Mulliken (June 7, 1896 – October 31, 1986), primarily responsible for the early development of molecular orbital theory, i.e. the elaboration of the molecular orbital method of computing the structure of molecules. Dr. Mulliken received the Nobel Prize for chemistry in 1966. He received the Priestley Medal in 1983. *Wik
DEATHS
1843 Alexis Bouvard (27 June 1767 – 7 June 1843) French astronomer and director of the Paris Observatory, who is noted for discovering eight comets and writing Tables astronomiques of Jupiter and Saturn (1808) and of Uranus (1821). Bouvard's tables accurately predicted orbital locations of Jupiter and Saturn, but his tables for Uranus failed, leading him to hypothesize that irregularities were caused by an unknown perturbing body. This spurred observations leading to the discovery of Neptune by Adams and Leverrier.*TIS 1954 Alan Turing (23 June 1912 – 7 June 1954), died by committing suicide because he was persecuted by the British Government for his homosexuality. *VFR Alan Mathison Turing, OBE, FRS (play /ˈtjʊərɪŋ/ tewr-ing; 23 June 1912 – 7 June 1954), was an English mathematician, logician, cryptanalyst and computer scientist. He was highly influential in the development of computer science, providing a formalization of the concepts of "algorithm" and "computation" with the Turing machine, which played a significant role in the creation of the modern computer. Turing is widely considered to be the father of computer science and artificial intelligence.
Turing's homosexuality resulted in a criminal prosecution in 1952, when homosexual acts were still illegal in the United Kingdom. On 10 September 2009, following an Internet campaign, British Prime Minister Gordon Brown made an official public apology on behalf of the British government for the way in which Turing was treated after the war.
My favorite Turing story is this: When he was found, he had a half eaten apple by his bed, which may have been the delivery mechanism for the poison. Some suggest he chose this method because it was a re-enactment of a scene from the 1937 film Snow White, his favorite fairy tale. Years later, to honor Turing, the developers of Apple Computers used the symbol of an apple with a bite out for their logo. The last part, about the Apple logo, seems not to be true, but it is a great story, and a good excuse to tell students about the work of Turing.. so I do.*Wik
2004 Joseph Doob (February 27, 1910–June 7, 2004) was an American mathematician who worked in probability and measure theory. *SAU After writing a series of papers on the foundations of probability and stochastic processes including martingales, Markov processes, and stationary processes, Doob realized that there was a real need for a book showing what is known about the various types of stochastic processes. So he wrote his famous "Stochastic Processes" book. It was published in 1953 and soon became one of the most influential books in the development of modern probability theory. *Wik
Credits :
*CHM=Computer History Museum
*FFF=Kane, Famous First Facts
*NSEC= NASA Solar Eclipse Calendar
*RMAT= The Renaissance Mathematicus, Thony Christie
*SAU=St Andrews Univ. Math History
*TIA = Today in Astronomy
*TIS= Today in Science History
*VFR = V Frederick Rickey, USMA
*Wik = Wikipedia
*WM = Women of Mathematics, Grinstein & Campbell
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