Infobox musical artist See Wikipedia WikiProject Musicians Name Rigor Sardonicous Img Img capt Img size Only for images smaller than 220 pixels Landscape Background group or band Alias Origin Long Island, New York Genre Doom metal br Funeral doom metal Years active 1988 present Label Paragon Records Paragon Associated acts URL http smilingdeath.com smilingdeath.com Current members Joseph Fogarazzo br Glenn Hampton Rigor Sardonicous is an United States American death inspired doom metal band from Long Island, New York . Coined as raw, apocalyptic doom , Rigor Sardonicous is one of the earliest American doom metal bands that are still active today among Novembers Doom and Evoken . The band members are committed to unearthing the darkest, deepest funereal doom sounds imaginable since coming together in 1988. ref http www.artistdirect.com artist rigor sardonicous 3407606 Rigor Sardonicous biography at ARTISTdirect ref According to the interview ref http blogs.myspace.com index.cfm?fuseaction blog.view&friendId 24991473&blogId 46786475 downtunedespondency Rigor Sardonicous interview 2007 ref the band is influenced by slow parts of death metal bands like Obituary band Obituary , Winter band Winter and Autopsy band Autopsy . Pursuant to the information that is given on the official forum, ref http www.borninblood.co.uk forum viewtopic.php?f 161&t 7671&p 35287 p35287 Official Rigor Sardonicous Forum 2010 ref the band is writing a new album which will be called Ego Diligio Vos . Currently the release date is uncertain but it is likely to be released in 2011. Discography Risus Ex Mortuus ... www.smilingdeath.com MySpace rigorsardonicous Rigor Sardonicous http www.borninblood.co.uk forum viewforum.php?f 161 Official Rigor Sardonicous Forum Allmusic class artist id p739885 pure url yes Rigor Sardonicous at allmusic http www.last.fm music Rigor Sardonicous Rigor Sardonicous at LastFM Category ... from New York ru Rigor Sardonicous ... more details
About the sign of death Signs of death Rigor mortis Latin meaning stiffness of death is one of the recognizable signs of death that is caused by a chemical change in the muscle s after death, causing the limbs of the Dead body corpse to become stiff and difficult to move or manipulate. ref name about.com http chemistry.about.com cs biochemistry a aa0 About.com ref In humans it commences after about 3 hours, reaches maximum stiffness after 12 hours, and gradually dissipates until approximately 72 hours 3 days after death. Citation needed date November 2010 Heat sources such as fire can speed up the process of rigor mortis. Biochemistry After death, respiration in organisms ceases to occur, depleting the corpse of oxygen used in the making of Adenosine triphosphate ATP . ATP is no longer provided to operate the SERCA pumps in the membrane of the sarcoplasmic reticulum , which pump calcium ion s into the terminal cisternae . ref name about.com This causes calcium ions to diffusion diffuse from the area of higher concentration in the terminal cisternae and extracellular fluid to an area of lower concentration in the sarcomere , binding with troponin and allowing for crossbridge crossbridging to occur between myosin and actin proteins. ref name How Muscles Work http www.howstuffworks.com muscle.htm ref Unlike normal muscle contractions, the body is unable to complete the cycle and release ... Rigor mortis is very important in meat technology. The onset of rigor mortis and its resolution partially ... The degree of rigor mortis may be used in forensic pathology to determine the approximate time ... cs Posmrtn ztuhlost de Totenstarre es Rigor mortis fa fr Rigidit cadav rique id Kaku mayat it Rigor mortis hu Hullamerevs g nl Lijkstijfheid ja no D dsstivhet pl St enie po miertne pt Rigor mortis ru simple Rigor mortis sr Rigor mortis sh Rigor mortis fi Kuolonkankeus sv Likstelhet ta th tr Rigor mortis uk ... more details
Unreferenced date December 2010 Infobox musical artist Name Ultraje a Rigor Img Ultraje isjdoadja.JPG Img capt Ultraje a Rigor playing at Rio de Janeiro Img size 260 Landscape yes Background group or band Origin S o Paulo , S o Paulo state S o Paulo , Brazil Genre Punk rock br Rock music Rock Years active 1980&ndash present Label Warner Music Group WEA br Deckdisc Associated acts Ira br Dr. Sin URL http www.ultraje.com www.ultraje.com Current members Roger Rocha Moreira br Marcos Kleine br Bacalhau musician Bacalhau br Mingau Past members Andria Busic br Ivan Busic br Le spa br Maur cio Defendi br Edgard Scandurra br Carlinhos musician Carlinhos br Fl vio Soares Suete br Heraldo Paarmann br Serginho musician Serginho br S rgio Serra Ultraje a Rigor is a Brazil ian Rock music rock band, which formed in 1980 and experienced great success along with other famous Brazilian rock bands from that time .... History Early years Ultraje a Rigor began its performances as a cover band mostly playing songs ..., they decided on Ultraje a Rigor. The name referred to the band s irreverence toward the songs they covered .... In 1990 Ultraje went back to their roots and released Por Qu Ultraje a rigor? , an album of covers ... willing to join Ultraje a Rigor. New lineup Searching through bars and at the shows of bands just getting ... s wishes, WEA released a greatest hits collection called O mundo encantado do Ultraje a Rigor . Although ... of 1999, after Serginho left the band and was replaced by Mingau, Ultraje a Rigor has released ... a Rigor is now working on a new album entitled M sica Esquisita a Troco de Nada . Timeline div ... sua Praia 1985 Sexo 1987 Crescendo album Crescendo 1989 Por que Ultraje a Rigor? 1990 1993 Os ... a Rigor 1992 Live albums 18 Anos sem Tirar 1998 , Ac stico MTV Ultraje a Rigor 2005 References Reflist http roxmo.sites.uol.com.br historiaen.html Ultraje a Rigor s biography at their official website ... in 1980 Category Brazilian rock music groups pt Ultraje a Rigor ... more details
. ref The level of rigor expected in mathematics has varied over time the Greeks expected ...Dablink Maths and Math redirect here. For other uses of Mathematics or Math , see Mathematics disambiguation ..., Euclid s depiction in works of art depends on the artist s imagination see Euclid . ref Mathematics ... handbook 409 chapters The Future of Mathematics Education.aspx Association for Supervision and Curriculum Development , ascd.org ref ref Keith Devlin Devlin, Keith , Mathematics The Science of Patterns .... ref Through the use of abstraction mathematics abstraction and logic al reasoning , mathematics ... physics motions of physical objects. Practical mathematics has been a human activity for as far back as History of Mathematics written records exist. Logic Rigorous arguments first appeared in Greek mathematics , most notably in Euclid s Elements . Mathematics continued to develop, for example ... naturally or are human creations. The mathematician Benjamin Peirce called mathematics the science ... that as far as the laws of mathematics refer to reality, they are not certain and as far as they are certain, they do not refer to reality. ref name certain Mathematics is used throughout the world ... sciences . Applied mathematics , the branch of mathematics concerned with application of mathematical ... theory . Mathematicians also engage in pure mathematics , or mathematics for its own sake, without having any application in mind, although practical applications for what began as pure mathematics are often discovered. ref Peterson ref Etymology The word mathematics comes from the ancient Greek language ... that English borrowed only the adjective mathematic al and formed the noun mathematics anew ... Dictionary of English Etymology , Oxford English Dictionary , sub mathematics , mathematic , mathematics ref In English, the noun mathematics takes singular verb forms. It is often shortened to maths or, in English speaking North America, math . History Main History of mathematics Image Kapitolinischer ... more details
Rigor mortis is one of the recognizable signs of death. It may also refer to Rigor Mortis band , the thrash metal band Rigor Mortis radio Rigor Mortis radio , the BBC Radio 4 comedy series De RigueurMortis a 2001 album by Australian band TISM . disambig ... more details
Unreferenced auto yes date December 2009 Rigor Mortis is a song by the funk band Cameo band Cameo , released on their debut album Cardiac Arrest album Cardiac Arrest . The song s title is a euphemism for being lonesome on the dance floor . In the media Rigor Mortis was sampled in Brand Nubian s song Brand Nubian . DJ Quik sampled Rigor Mortis for his song entitled, Get At Me . DEFAULTSORT Rigor Mortis Song Category Cameo songs Category 1977 singles Category Funk songs 1970s R&B song stub ... more details
album cover fur REQUIRED Article Rigor Mortis album Use Infobox HIGHLY RECOMMENDED Source allmusic ADDITIONAL INFORMATION Name Rigor Mortis Artist Rigor Mortis Label Capitol Records Graphic Artist Item Album cover Type Website Owner Commentary OVERRIDE FIELDS Description Portion Low resolution Purpose Replaceability other information Non free album cover ... more details
citation style date February 2011 Infobox album See Wikipedia WikiProject Albums Name Rigor Mortis Type studio Artist Rigor Mortis Cover Rigor Mortis.png Released October 17, 1988 Genre Thrash metal Length 41 07 Label Capitol Records Reviews Allmusic Rating 4.5 5 ref http allmusic.com album rigor mortis r16596 ref This album Rigor Mortis br 1988 Next album Rigor Mortis album Freaks br 1989 Rigor Mortis is the debut album by thrash metal band Rigor Mortis band Rigor Mortis released in 1988 through Capitol Records . Due to poor album sales, the band was dropped by Capitol Records. Tracklist tracklist title1 Welcome to Your Funeral length1 3 31 title2 Demons length2 4 04 title3 Bodily Dismemberment length3 5 18 title4 Condemned to Hell length4 3 41 title5 Wizard of Gore length5 3 56 title6 Shroud of Gloom length6 2 43 title7 Die in Pain length7 3 56 title8 Vampire length8 5 00 title9 Re Animator length9 3 23 title10 Slow Death length10 5 33 title11 Foaming at the Mouth length11 3 45 title12 Grudge Fuck length12 1 48 title13 Spivey Previously Unreleased length13 2 49 Personnel Mike Scaccia Guitar Casey Orr Bass Vocals Harden Harrison Drums Bruce Corbitt Vocals References reflist Category 1988 albums Category Debut albums ... more details
Capitol Records , 1988 Demons Demo 1988 Rigor Mortis album Rigor Mortis Capitol Records , 1988 Freaks EP Metal Blade , 1989 Rigor Mortis vs. The Earth Triple X Records Triple X , 1991 Psycho Therapy ... http www.fullinbloommusic.com brucecorbitt.html History of Rigor Mortis w Bruce Corbitt http ... more details
Infobox Album See Wikipedia WikiProject Albums Name John Entwistle s Rigor Mortis Sets In Type Cover album Artist John Entwistle Cover Rigor Mortis Sets In.jpg Released May 1973 Recorded November 1972 Genre Rock music Rock Length Label Track Records Track Producer John Entwistle & John Alcock producer John Alcock Reviews Allmusic Rating 2 5 Allmusic class album id r36715 pure url yes link Last album Whistle Rymes br 1972 This album Rigor Mortis Sets In br 1973 Next album Mad Dog album Mad Dog br 1975 Rigor Mortis Sets In is the third solo album by John Entwistle , bassist for The Who . Co produced with John Alcock, it consists of Rock & Roll classic covers, new versions of Entwistle songs, featuring new tracks. The album was recorded in less than three weeks, and cost about 14,000 to make with nearly a third of the total cost spent on liquor . Track listing All songs by John Entwistle , except where noted. Gimme That Rock N Roll 3 00 Mr. Bass Man Johnny Cymbal 2 49 Do The Dangle 4 05 Hound Dog song Hound Dog Leiber & Stoller 2 29 Made In Japan 3 48 My Wife 3 32 Roller Skate Kate 4 14 Peg Leg Peggy 3 38 Lucille Little Richard song Lucille Albert Collins Little Richard Richard Penniman 2 53 Big Black Cadillac 3 35 Bonus tracks BP Big Gallon Jingle 100 Miles Of Motorway Demo 0 35 BP Big Gallon Jingle 100 Miles Of Motorway Demo with voiceover 0 33 Made In Japan Early take 3 54 Peg Leg Peggy Early take 3 57 Personnel John Entwistle Bass guitar, electric guitar, keyboards, vocals. Alan Ross Guitars, piano, accordion, trumpet, synthesizer. Tony Ashton Keyboards, Hammond organ, piano. Bryan Williams Trombone, organ. Howie Casey Saxophone. Members of The Ladybirds Gloria George Backing vocals. Maggie Stredder Backing vocals. Marian Davies Backing vocals. Graham Deacon Drums, percussion. John Entwistle Category 1973 albums Category John Entwistle albums ... more details
Infobox Radio Show show name Rigor Mortis image Rigormortis.jpg imagesize 180 caption Radio 4 s promotional shot br of Peter Davison as Dr. Anthony Webster other names format sitcom runtime 30 minutes country flagicon United Kingdom United Kingdom language English language English home station BBC Radio 4 syndicates BBC Radio 7 television starring Peter Davison br Geoffrey Whitehead br Tracy Ann Oberman series 1 br Matilda Ziegler series 2.3 br co starring br Marianne Levy br Tom Price actor Tom Price br Gus Brown creator Laurence Howarth writer Laurence Howarth director producer Dawn Ellis executive producer narrated record location first aired 12 June 2003 last aired 2 March 2006 br non consecutively ref http epguides.com RigorMortis A basic guide to the broadcast of Rigor Mortis , detailing exact airdates. ref num series 3 1 episode in 2007 num episodes 19 audio format Stereophonic sound br Recorded live in front of a studio audience opentheme Paul Mottram br with vocals by br Stephanie Benavente ref http www.radiolistings.co.uk programmes rigor mortis.html More detailed cast and crew listing for Rigor Mortis ref endtheme same website http www.bbc.co.uk radio4 comedy rigormortis.shtml Radio 4 podcast Rigor Mortis is a BBC Radio 4 black comedy set in the pathology department at an National Health Service NHS hospital . It centers around the working lives of the pathologists and attendant ... Blue Line TV series The Thin Blue Line and NewsRadio . Characters Rigor Mortis employs a two tiered ... laboratory. Production and broadcast Rigor Mortis was recorded live in front of a studio audience ... The first series of Rigor Mortis was well received, cited as brilliantly funny and selected ... ai n12690797 Sturges, Fiona. PICK OF THE DAY Radio Rigor Mortis . 12 June 2003. ref The Sunday Times said Rigor was wonderfully funny . . . the wit flashes as brightly as the scalpels , while ... heard in years Availability in other media Rigor Mortis has never been released on CD or audio cassette ... more details
Summary album cover fur Article Rigor Mortis Sets In Use Infobox ADDITIONAL INFORMATION Name John Entwistle s Rigor Mortis Sets In Artist John Entwistle Label Track Records Track Graphic Artist Item Type album Website Owner Commentary OVERRIDE FIELDS Description Source Portion Low resolution Purpose Must be specified if Use is not Infobox Header Section Artist Replaceability other information Cover of John Entwistle s Rigor Mortis Sets In album. License Licensing Non free album cover ... more details
saved book title Mathematics subtitle An overview cover image Math.svg cover color Mathematics Main article Mathematics Supporting articles History of mathematics Mathematical beauty Mathematical notation Category Wikipedia books on mathematicsMathematics ... more details
Wiktionarypar mathematicsMathematics is the body of knowledge justified by deductive reasoning about abstract structures, starting from axioms and definitions. Mathematics may also refer to Mathematics producer , a hip hop producer Mathematics album , an album by the band The Servant Mathematics song , a song by Mos Def Mathematics Little Boots song , a song by Little Boots Mathematics Magazine , a publication of the Mathematical Association of America See also Category Mathematics Portal Mathematics Math disambiguation Mathematica disambiguation disambig fr Math homonymie it Mathematics lv Mathematics ... more details
The Principles of Mathematics is a book written by Bertrand Russell in 1903. In it he presented his thesis that mathematics and logic are identical ref name Principles 1 as well as Russell s paradox . The book presents a view of the foundations of mathematics and has become a classic reference. It reported on developments by Giuseppe Peano Peano , Mario Pieri Pieri , Richard Dedekind Dedekind , Georg Cantor Cantor , and others. In 1937 Russell prepared a new introduction saying, Such interest as the book ... his review The Philosophy of Mathematics and expects the book to appeal more to philosophers than ... of the importance of logical reform for the philosophy of mathematics. ... in every discussion Peano showed more precision and more logical rigor than was shown by anybody else. ... It was Peano s works that gave the impetus to my own views on the principles of mathematics. page 65 . Recalling the book after his later work, he provides this evaluation The Principles of Mathematics , which I finished ... of mathematics. page 74 The Principles of Mathematics consists of 59 chapters divided into seven parts indefinables in mathematics, number, quantity, order, infinity and continuity, space, matter ... book last Russell first Bertrand title Principles of Mathematics 2nd edition year 1903 1st ed , 1938 ..., that mathematics and logic are identical, is one which I have never since seen any reason to modify ... Roots 1870 1940 Logics, Set Theories, and the Foundations of Mathematics from Cantor through Russell ... http fair use.org bertrand russell the principles of mathematics The Principles of Mathematics Online text http www.archive.org stream principlesofmath00russuoft page xx mode 2up The Principles of Mathematics Full Text at the Internet Archive DEFAULTSORT Principles of Mathematics Category 1903 books Category Books by Bertrand Russell Category Mathematics books Category Philosophy books fi Principles of Mathematics ... more details
Expert subject philosophy date March 2011 unreferenced date April 2010 In foundations of mathematics , philosophy of mathematics , and philosophy of logic , formalism is a theory that holds that statements of mathematics and logic can be thought of as statements about the consequences of certain string ... using only the stated rules. According to formalism, the truths expressed in logic and mathematics ... is associated with rigor ous method. In common use, a formalism means the out turn of the effort towards ... view is held to be true for all other statements of formal logic and mathematics. Thus, formalism ... this position to Structuralism philosophy of mathematics structuralism . Taking the deductivist view ... and Consistency consistent axiomatization of all of mathematics. Hilbert aimed to show the consistency ... in mathematics, but perhaps because of G del G del s work, they make no claims about semantic meaning in the work that they do with mathematics. Proofs are simply the manipulation of symbols in our ... there was some meaning and truth in mathematics, which is precisely why he was trying to prove the consistency ... sort of truth in it Goodman, 1979 . Strict formalists consider mathematics apart from its semantic meaning. They view mathematics as pure syntax the manipulation of symbols according to certain rules ... meaningful results and was a Philosophy of mathematics Mathematical realism realist with respect to the finitary arithmetic. Later, he held the opinion that there was no other meaningful mathematics ... , Alfred Tarski and Haskell Curry , considered mathematics to be the investigation of formal system ... that it is possible to computerize all of mathematics. These criticisms bring up the philosophical ... to formalists that computers will be able to do all of mathematics. However, there are opponents ... content in mathematics Penrose, 1989 , they could not be said to think. Further, humans can create ... from a formalistic point of view. See also QED project logic References Goodman, Nicholas D. Mathematics ... more details
of study known as the history of mathematics is primarily an investigation into the origin of discoveries in mathematics and, to a lesser extent, an investigation into the mathematical methods and notation ... texts available are Plimpton 322 Babylonian mathematics c. 1900 BC , ref J. Friberg, Methods and traditions of Babylonian mathematics. Plimpton 322, Pythagorean triples, and the Babylonian triangle ... Egyptian mathematics c. 2000 1800 BC ref Cite book edition 2 publisher Dover Publications last ... 1957 year 1969 isbn 978 048622332 2 url http books.google.com ?id JVhTtVA2zr8C Chap. IV Egyptian Mathematics and Astronomy , pp. 71 96. ref and the Moscow Mathematical Papyrus Egyptian mathematics c. 1890 ... ancient and widespread mathematical development after basic arithmetic and geometry. The Greek mathematics ... of deductive reasoning and mathematical rigor in mathematical proof proofs and expanded the subject matter of mathematics. ref Sir Thomas L. Heath, A Manual of Greek Mathematics , Dover, 1963, p. 1 In the case of mathematics, it is the Greek contribution which it is most essential to know, for it was the Greeks who first made mathematics a science. ref The study of mathematics as a subject in its own right begins in the 6th century BC with the Pythagoreans , who coined the term mathematics ... title A Manual of Greek Mathematics page 5 ref Counting rods Chinese mathematics made early contributions ... European Roots of Mathematics ,Penguin Books, London, 1991, pp.140 148 ref ref Georges Ifrah, Universalgeschichte ... over the course of the first millennium AD in Indian mathematics India and was transmitted to the west via Islamic mathematics. ref Robert Kaplan, The Nothing That Is A Natural History of Zero , Allen ... Laplace http www history.mcs.st and.ac.uk HistTopics Indian numerals.html ref Islamic mathematics , in turn, developed and expanded the mathematics known to these civilizations. ref Adolf Yushkevich ... and Arabic texts on mathematics were then Latin translations of the 12th century translated into Latin ... more details
Folk mathematics can mean The mathematical folklore that circulates among mathematicians The informal mathematics used in everyday life, as studied in ethno cultural studies of mathematics. disambig Category Mathematical disambiguation ... more details
wiktionarypar collection In mathematics, depending on the context, a collection may refer to any of the following terms Set mathematics Class set theory Family mathematics Multiset Mathdab nl Collectie wiskunde tr K meler teorisi ... more details
Expert subject Mathematics date November 2008 unreferenced date July 2010 In the philosophy of mathematics , ordinary mathematics is an inexact term, used to distinguish the body of most mathematical work from that of, for example, constructivism mathematics constructivist , intuitionism intuitionist , or finitism finitist mathematics. Ordinary mathematics is usually studied within the universe mathematics universe Universe mathematics In ordinary mathematics SN , or sometimes V sub sub see Von Neumann universe . Contrast with finitist mathematics, which limits to the study of V sub sub see hereditarily finite set s , or with metamathematics and the study of large cardinal s, which study objects contained in a larger universe. Ordinary mathematicians generally assume the axiom of choice at least, because it makes their work easier , whereas constructivists reject it on the grounds that it is non constructive , and also reject the law of excluded middle , which can be derived from it. Category Philosophy of mathematics math stub ... more details
Italic title Mathematics of Computation ref http www.ams.org mcom aboutmcom.html Mathematics of Computation Journal overview , retrieved April 2007 ref is a quarterly mathematics journal focused on computational mathematics that is published by the American Mathematical Society . It was established in 1943. The articles in all volumes older than five years are available electronically free of charge. ref http www.ams.org jourcgi jrnl toolbar nav mcom all Mathematics of Computation Archive ref References reflist Category Mathematics journals Category Quarterly journals sci journal stub ... more details
Additional Mathematics is a UK qualification pilot scheme in its final year of implementation for a GCSE level qualification in mathematics which is applied to a range of problems set out in a different format to the standard Mathematics GCSE. This has been formed due to the standard secondary schools in England offering two GCSE qualifications in Science and English language English but only one in Mathematics and as Mathematics is also a core Course education subject it needs to be viewed on the same level as the other two core subjects Science and English. Additional Mathematics in Malaysia In Malaysia , Additional Mathematics is offered as an elective to upper secondary students studying within the Education in Malaysia public education system . This subject is included in the Sijil Pelajaran Malaysia examination. Topics that are covered in the Additional Mathematics syllabus include Function mathematics function s, quadratic equation s, Derivative differentiation and Integral integration calculus . Category Educational qualifications in the United Kingdom Category Education in Malaysia ... more details
In the foundations of mathematics , classical mathematics refers generally to the mainstream approach to mathematics , which is based on classical logic and ZFC set theory . ref cite book title The Oxford Handbook of Philosophy of Mathematics and Logic editor Stewart Shapiro editor link Stewart Shapiro publisher Oxford University Press, USA year 2005 isbn 978 019 514877 0 ref It stands in contrast to other types of mathematics such as constructive mathematics or predicative mathematics theories other than those usually used by working mathematicans are thus non classical mathematics . For example, Non standard analysis Approaches to non standard analysis some approaches to non standard analysis can also be considered an example of non classical mathematics. In practice, the most common non classical systems are used in constructive mathematics. ref cite book title Provability and Truth author Torkel Franz n authorlink Torkel Franz n publisher Almqvist & Wiksell International year 1987 isbn 91 22 01158 7 ref Classical mathematics is sometimes attacked on philosophical grounds, due to constructivism mathematics constructivist and other objections to the logic, set theory, etc., chosen as its foundations, such as have been expressed by L. E. J. Brouwer . Almost all mathematics, however, is done in the classical tradition, or in ways compatible with it. Defenders of classical mathematics, such as David Hilbert , have argued that it is easier to work in, and is most fruitful although they acknowledge non classical mathematics has at times led to fruitful results that classical mathematics could not or could not so easily attain, on the whole they argue it is the other way round. In terms of the philosophy and history of mathematics, the very existence of non classical mathematics ... aspects. See also Constructivism mathematics Finitism Intuitionism Non classical analysis Ultrafinitism References references DEFAULTSORT Classical Mathematics Category Mathematical logic ... more details
The term finite mathematics refers either to discrete mathematics , or to a course conventionally required of business students, in which the curriculum brings together several mathematical topics, including basic probability theory , an introduction to linear programming , some theory of matrix mathematics matrices and determinants, and sometimes an abbreviated account of calculus . disambig Category Mathematical disambiguation ... more details
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