The letter is a late modification of Roman -i-, originally a scribal creation in continental Medieval Latin to distinguish small -i- in cursive writing from the strokes of other letters, especially in the final positions of words. But in English, -y- was used for this, and -j- was introduced c.1600-1640 to take up the consonantal sound that had evolved from -i- since Late Latin times. This usage first was attested in Spanish, where it was in place before 1600. English dictionaries continued to lump together words beginning in -i- and -j- until 19c., and -j- formerly was skipped when letters were used to express serial order. Used in modern writing to represent Latin -i- before a, e, o, u in the same syllable, which in Latin was sounded as the consonant in Modern English you, yam, etc., but the custom is controversial among Latinists: The character J, j, which represents the letter sound in some school-books, is an invention of the seventeenth century, and is not found in MSS., nor in the best texts of the Latin authors.
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#!/bin/jc echo 'Hello, world!' Exit ' Historically, APL used / to indicate the, so +/1 2 3 was equivalent to 1+2+3. Meanwhile, division was represented with the classic mathematical division symbol (the, ÷), which was implemented by a minus sign and a colon (on both EBCDIC and ASCII paper ). Because ASCII in general does not support overstrikes in a device-independent way, and does not include a division symbol per se, J uses% to represent division, as a visual approximation or reminder. (This illustrates something of the mnemonic character of J's tokens, and some of the quandaries imposed by the use of ASCII.) Defining a J function named avg to calculate the average of a list of numbers yields: avg =: +/% # This is a test execution of the function: avg 1 2 3 4 2.5 # counts the number of items in the array. +/ sums the items of the array.% divides the sum by the number of items.
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Above, avg is defined using a train of three verbs ( +/,%, and #) termed a fork. Specifically (V0 V1 V2) Ny is the same as (V0(Ny)) V1 (V2(Ny)) which shows some of the power of J.
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(Here V0, V1, and V2 denote verbs and Ny denotes a noun.) Some examples of using avg: v =:?. A random vector v 46 55 79 52 54 39 60 57 60 94 46 78 13 18 51 92 78 60 90 62 avg v 59.2 4 avg v NB. Moving average on periods of size 4 58 60 56 51.25 52.5 54 67.75 64.25 69.5 57.75 38.75 40 43.5 59.75 70.25 80 72.5 m =:?.
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