Concomitant synonym
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For this reason it is often called the cross product. In Latin calculus means "pebble. The counters of a Roman abacus were originally made of stone and called calculi. Smith vol. In Latin, persons who did counting were called calculi.
Concomitant synonym
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This entry was contributed by John Aldrich. Chater and W. Paris pp.
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Concomitant synonym
Synonyms: attendant , incidental , adjoining , accompanying. Synonyms: co-occurrence , accompaniment. An adjunct something joined to constitutes no real part of the thing or system to which it is joined, tho perhaps a valuable addition ; an appendage is commonly a real, tho not an essential or necessary part of that with which it is connected; an appurtenance belongs subordinately to something by which it is employed, especially as an instrument to accomplish some purpose. A horse's tail is at once an ornamental appendage and a useful appurtenance ; we could not call it an adjunct , tho we might use that word of his iron shoes. An attachment in machinery is some mechanism that can be brought into optional connection with the principal movement; a hemmer is a valuable attachment of a sewing-machine. An extension , as of a railroad or of a franchise, carries out further something already existing. We add an appendix to a book, to contain names, dates, lists, etc.
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The English term is found in the mid s, most conspicuously in Abner Shimony "Coherence and the Axioms of Confirmation," Journal of Symbolic Logic , 20 , , 1 - The term characteristic function was first used by Jules Henri Poincaré - in Calcul des probabilités p. Fibonacci called the excess of nines the pensa or portio of the number Smith vol. Amsterdam , 18 , , - ; see MathWorld Lorentzian Function. This infrastructure is useful for capital, and it involves simultaneous privatisation, which is tantamount to speculation. The term also appears in the title "Sur un théorème de Cauchy présenté par M. Chater and W. It was Cholesky 's method and his name began to be associated with it in the English statistics and numerical analysis literature from the early s and with the underlying matrix result some time later. The circle R is called the circle of convergence. And from hence it is evident, That the first Term drawn into the third viz. It first appears in his "Grundlagen der Wahrscheinlichkeitsrechnung," Math. Commandant Cholesky b. I guess that its use must have become general around
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Dedekind 's "theory of chains" would come to be quoted or used in many places: in proofs of the "Cantor-Bernstein" theorem Dedekind - Peano - Zermelo - Whittaker , in Keyser's "axiom of infinity" Bull. Anders Hald began his "Maximum Likelihood Estimation of the Parameters of a Normal Distribution which is Truncated at a Known Point," Skandinavisk Actuarietidskrift , 32 , , - by noting that the term truncation had been applied to two cases: one in which "all record is omitted of observations below a given value" and the other in which "the frequency of observations below a given value is recorded but the individual values Georg Cantor introduced his ternary set in a note to the Grundlagen einer allgemeinen Mannichfaltigkeitslehre of , writes J. The word honors the Italian mathematician Giovanni Ceva ? According to Todhunter 's translation of Euclid , Book 1 Def. According to E. Landau suggests that it was this translation that established the German expression with English readers. Sylvester used his new word catalecticant in "On the principles of the calculus of forms," Cambridge and Dublin Mathematical Journal 7 , 52 - 97 , explaining in a footnote: But the catalecticant of the biquadratic function of x, y was first brought into notice as an invariant by Mr Boole ; and the discriminant of the quadratic function of x, y is identical with its catalecticant, as also with its Hessian. According to Shapiro: However, in Dedekind 's edition of Dirichlet's Vorlesungen ueber Zahlentheorie in , Dedekind included a footnote in which he singled out the notion of "character," defined it explicitly, and denoted it by chi n. The use of matrices for writing least squares algorithms became established in the s. It first appears in his "Grundlagen der Wahrscheinlichkeitsrechnung," Math.
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