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Zener Card
Zener cards are cards used to conduct experiments for extrasensory perception (ESP). Perceptual psychologist Karl Zener (1903–1964) designed the cards in the early 1930s for experiments conducted with his colleague, parapsychologist J. B. Rhine (1895–1980). Overview The Zener cards are a deck of 25 cards, five of each symbol. The five symbols are a hollow circle, a plus sign, three vertical wavy lines, a hollow square, and a hollow five-pointed star. In a test for ESP, the experimenter picks up a card in a shuffled pack, observes the symbol, and records the answer of the person being tested, who would guess which of the five designs is on the card. The experimenter continues until all the cards in the pack are used. Poor shuffling methods can make the order of cards in the deck easier to predict and the cards could have been inadvertently or intentionally marked and manipulated. In his experiments, J. B. Rhine first shuffled the cards by hand but later decided to u ...
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Edyth Hull ESP Cards
Edythe or Edyth is a female given name. It may refer to: Edythe *Edythe Baker (1899–1971), American pianist *Edythe Chapman (1863–1948), American stage and silent film actress * Edythe D. London, professor of psychiatry and behavioral studies at the University of California at Los Angeles *Edythe Lewis, the first black, woman disc jockey in Dayton, Ohio, in the 1950s *Edythe Morahan de Lauzon, Canadian poet *Edythe Shuttleworth (1907–1983), Canadian mezzo-soprano *Edythe Wright (1916–1965), singer who worked with Tommy Dorsey Edyth *Edyth Goodall (1886–1929), Scottish actress * Edyth H. Schoenrich (1919–2020), American physician and educator *Edyth Starkie (1867–1941), Irish portrait painter and sculptor *Edyth Walker (1867–1950), American opera singer See also *Edith Edith is a feminine given name derived from the Old English word , meaning ''wealth'' or ''prosperity'', in combination with the Old English , meaning ''wiktionary:strife, strife'', and is in com ...
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James Randi
James Randi (born Randall James Hamilton Zwinge; August 7, 1928 – October 20, 2020) was a Canadian-American stage magician, author, and scientific skeptic who extensively challenged paranormal and pseudoscientific claims.#Rodrigues, Rodrigues 2010p. 271 He was the co-founder of the Committee for Skeptical Inquiry (CSI), and founder of the James Randi Educational Foundation (JREF). Randi began his career as a magician under the stage name The Amazing Randi and later chose to devote most of his time to investigating paranormal, occult, and supernatural claims. Randi retired from practicing magic at age 60, and from his foundation at 87. Although often referred to as a "debunker", Randi said he disliked the term's connotations and preferred to describe himself as an "investigator". He wrote about paranormal phenomena, skepticism, and the history of magic. He was a frequent guest on ''The Tonight Show Starring Johnny Carson'', famously exposing fraudulent faith healer Peter Pop ...
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Wiley (publisher)
John Wiley & Sons, Inc., commonly known as Wiley (), is an American multinational publishing company that focuses on academic publishing and instructional materials. The company was founded in 1807 and produces books, journals, and encyclopedias, in print and electronically, as well as online products and services, training materials, and educational materials for undergraduate, graduate, and continuing education students. History The company was established in 1807 when Charles Wiley opened a print shop in Manhattan. The company was the publisher of 19th century American literary figures like James Fenimore Cooper, Washington Irving, Herman Melville, and Edgar Allan Poe, as well as of legal, religious, and other non-fiction titles. The firm took its current name in 1865. Wiley later shifted its focus to scientific, technical, and engineering subject areas, abandoning its literary interests. Wiley's son John (born in Flatbush, New York, October 4, 1808; died in East ...
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Hart-Davis, MacGibbon
The British publishing house of Hart-Davis, MacGibbon was formed in 1972 by its parent group, Granada. The parent company had acquired the publishing concern of Rupert Hart-Davis in 1963 and the house of MacGibbon & Kee (founded by James MacGibbon and Robert Kee) in 1968. When Granada exited the publishing business in 1983, the imprint was sold to William Collins, Sons of Glasgow Glasgow is the Cities of Scotland, most populous city in Scotland, located on the banks of the River Clyde in Strathclyde, west central Scotland. It is the List of cities in the United Kingdom, third-most-populous city in the United Kingdom .... References Book publishing companies of the United Kingdom Publishing companies established in 1972 {{UK-publish-company-stub ...
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The Skeptic's Dictionary
''The Skeptic's Dictionary'' is a collection of cross-referenced skeptical essays by Robert Todd Carroll, published on his website skepdic.com and in a printed book. The skepdic.com site was launched in 1994 and the book was published in 2003 with nearly 400 entries. As of January 2011 the website has over 700 entries. A comprehensive single-volume guides to skeptical information on pseudoscientific, paranormal, and occult topics, the bibliography contains some seven hundred references for more detailed information. According to the back cover of the book, the on-line version receives approximately 500,000 hits per month. ''The Skeptic's Dictionary'' is, according to its foreword, intended to be a small counterbalance to the voluminous occult and paranormal literature; not to present a balanced view of occult subjects. Contents According to Carroll, :“The Skeptic’s Dictionary is aimed at four distinct audiences: the open-minded seeker, who makes no commitment to or disavo ...
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Nelson Thornes
Nelson Thornes was a publishing firm located in Cheltenham, UK. Started in 1968, as Stanley Thornes, the company began primarily publishing English textbooks for students before branching out into other areas of education. In 2001 Stanley Thornes through its parent company Wolters Kluwer acquired Thomas Nelson & Sons, and Nelson Thornes was formed as a company. Nelson Thornes also includes acquired companies BEAM (BE a Mathematician) specialising in Primary Mathematics and Moorhouse Black (Now NTDL) who provide distance learning. Until January 2013, it was owned by Infinitas Learning, the former education division of Wolters Kluwer now owned by Bridgepoint Capital. Nelson Thornes was purchased by Oxford University Press Oxford University Press (OUP) is the publishing house of the University of Oxford. It is the largest university press in the world. Its first book was printed in Oxford in 1478, with the Press officially granted the legal right to print books ... (OUP ...
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Prometheus Books
Prometheus Books is a publishing company founded in August 1969 by the philosopher Paul Kurtz (who was also the founder of the Council for Secular Humanism, Center for Inquiry, and co-founder of the Committee for Skeptical Inquiry). The publisher's name was derived from Prometheus, the Titan from Greek mythology who stole fire from Zeus and gave it to man. This act is often used as a metaphor for bringing knowledge or enlightenment. Prometheus Books publishes a range of books, focusing on topics such as science, freethought, secularism, humanism, and skepticism. It has published in the "atheism" category since its founding in 1969, and is considered the "grandfather" of atheist publishing in America. Their headquarters is located in Amherst, New York, and they publish worldwide. Jonathan Kurtz was an executive editor of Prometheus. Rowman & Littlefield acquired Prometheus Books in 2019. The publisher has roughly 1,700 books currently in print, and publishes approximately ...
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About
About may refer to: * About (surname) * About.com, an online source for original information and advice * about.me, a personal web hosting service * About URI scheme, an internal URI scheme * About box, a dialog box that displays information related to a computer software * About equal sign, symbol used to indicate values are approximately equal See also

* About Face (other) * About Last Night (other) * About Time (other) * About us (other) * About You (other) * ''about to'', one of the future constructions in English grammar * {{disambiguation ...
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Tattva Vision
According to various Indian schools of philosophy, ''tattvas'' () are the elements or aspects of reality that constitute human experience. In some traditions, they are conceived as an aspect of the Indian deities. Although the number of ''tattvas'' varies depending on the philosophical school, together they are thought to form the basis of all our experience. The Samkhya philosophy uses a system of 25 ''tattvas'', while Shaivism uses a system of 36 ''tattvas''. In Buddhism, the equivalent is the list of '' Abhidharma'' which constitute reality, as in Namarupa. Etymology ''Tattva'' () is a Sanskrit word meaning ''truth''. Hinduism Samkhya The Samkhya philosophy regards the Universe as consisting of two eternal realities: '' Purusha'' and '' Prakrti''. It is therefore a strongly dualist philosophy. The ''Purusha'' is the centre of consciousness, whereas the ''Prakrti'' is the source of all material existence. The twenty-five ''tattva'' system of Samkhya concerns itself o ...
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Ganzfeld Experiment
A ganzfeld experiment (from the German words for "entire" and "field") is an assessment used by parapsychologists that they contend can test for extrasensory perception (ESP) or telepathy. In these experiments, a "sender" attempts to mentally transmit an image to a "receiver" who is in a state of sensory deprivation. The receiver is normally asked to choose between a limited number of options for what the transmission was supposed to be and parapsychologists who propose that such telepathy is possible argue that rates of success above the expectation from randomness are evidence for ESP. Consistent, independent replication of ganzfeld experiments has not been achieved, and, in spite of strenuous arguments by parapsychologists to the contrary, there is no validated evidence accepted by the wider scientific community for the existence of any parapsychological phenomena. Ongoing parapsychology research using ganzfeld experiments has been criticized by independent reviewers as havi ...
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Quadrillion
Depending on context (e.g. language, culture, region), some large numbers have names that allow for describing large quantities in a textual form; not mathematical. For very large values, the text is generally shorter than a decimal numeric representation although longer than scientific notation. Two naming scales for large numbers have been used in English and other European languages since the early modern era: the long and short scales. Most English variants use the short scale today, but the long scale remains dominant in many non-English-speaking areas, including continental Europe and Spanish-speaking countries in Latin America. These naming procedures are based on taking the number ''n'' occurring in 103''n''+3 (short scale) or 106''n'' (long scale) and concatenating Latin roots for its units, tens, and hundreds place, together with the suffix ''-illion''. Names of numbers above a trillion are rarely used in practice; such large numbers have practical usage primarily in th ...
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Probability
Probability is a branch of mathematics and statistics concerning events and numerical descriptions of how likely they are to occur. The probability of an event is a number between 0 and 1; the larger the probability, the more likely an event is to occur."Kendall's Advanced Theory of Statistics, Volume 1: Distribution Theory", Alan Stuart and Keith Ord, 6th ed., (2009), .William Feller, ''An Introduction to Probability Theory and Its Applications'', vol. 1, 3rd ed., (1968), Wiley, . This number is often expressed as a percentage (%), ranging from 0% to 100%. A simple example is the tossing of a fair (unbiased) coin. Since the coin is fair, the two outcomes ("heads" and "tails") are both equally probable; the probability of "heads" equals the probability of "tails"; and since no other outcomes are possible, the probability of either "heads" or "tails" is 1/2 (which could also be written as 0.5 or 50%). These concepts have been given an axiomatic mathematical formaliza ...
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