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There is a page named "File:Floor function.svg" on Wikipedia
output "floor.svg" # Set the text value for missing entries in the data file, so we can plot a [[w:discontinuous function|discontinuous function]] set datafile...(1,000 × 1,000 (16 KB)) - 14:45, 16 February 2024
was here. All following user names refer to en.wikipedia. Graph of floor function Legend: (cur) = this is the current file, (del) = delete this old version...(200 × 180 (2 KB)) - 15:10, 23 November 2022
works the same way as the floor function. Floor Ceiling Int See Wikipedia graph-making tips. The source code of this SVG is invalid due to 4 errors...(1,000 × 1,000 (16 KB)) - 01:10, 7 November 2021
File:Ceilfloor nt.png (category Floor and ceiling)ceiling (red) and floor (green) functions by User:Glimz English determination method: 0702186578...(360 × 252 (1 KB)) - 23:35, 3 May 2024
header('Content-type: image/svg+xml'); echo '<?xml version="1.0" encoding="utf-8" standalone="yes"?>'; function df($v){ return floor($v*100)/100; } function lp() { echo...(800 × 600 (1 KB)) - 15:06, 4 December 2023
org/wiki/Help:SVG#Font_substitution_and_fallback_fonts */ title= "Gauss function g(x)= 1/x - floor(1/x)", /* */ dimensions = [1000, 1000], yrange = [-0.1,1.1], xrange...(1,000 × 1,000 (670 KB)) - 09:25, 30 September 2020
php header('Content-type: image/svg+xml'); echo '<?xml version="1.0" encoding="utf-8" standalone="yes"?>'; function l($n, $m, $r=1) { for ($x = 1-$r;...(500 × 400 (2 KB)) - 01:23, 9 April 2023
Damian Yerrick 384x256 (1825 Bytes) {{ShouldBeSVG}} {{Information |Description=several mapping functions Simple bitmaps of single parts on PC created (surroundings...(384 × 256 (21 KB)) - 23:51, 16 December 2021
Damian Yerrick 384x256 (5360 Bytes) {{ShouldBeSVG}} {{Information |Description=several mapping functions Simple bitmaps of single parts on PC created (surroundings...(384 × 256 (114 KB)) - 23:51, 16 December 2021
Damian Yerrick 384x256 (4189 Bytes) {{ShouldBeSVG}} {{Information |Description=several mapping functions Simple bitmaps of single parts on PC created (surroundings...(384 × 256 (63 KB)) - 23:51, 16 December 2021
the gamma function. Mathematics of Computation, 22, 617–626. and Wrench, J.W. (1973). Erratum: Concerning two series for the gamma function. Mathematics...(539 × 482 (10 KB)) - 15:20, 3 May 2022
Floor function was then performed by hand in Inkscape, along with various other image quality tweaks. [edit] .svg: Russian .svg Chinese (China) .svg Chinese...(500 × 375 (21 KB)) - 01:02, 13 December 2022
*/ /* Recreate a math function that exists in Java but not JavaScript. */ Math.nextInt = function (number) { return Math.floor(Math.random() * number);...(400 × 400 (55 KB)) - 00:51, 2 November 2020
of the function step = 0.02; X = [0:step:10]'; speak = 0.1; // sigma peaks varnoise = 0.01; // variance of the noise // Gauss function function [y]=gauss(x...(610 × 460 (69 KB)) - 06:13, 30 October 2020
source to generate graph (which was then saved as SVG from Mathematica): (* Sample both functions at 600 logarithmically spaced points between \ 1 and...(250 × 160 (87 KB)) - 08:11, 3 January 2022
Plot of the probability density function of a normal distribution approximating the probability mass function of a binomial distribution Note: "Norm(12...(1,300 × 975 (92 KB)) - 14:19, 14 September 2020
Octave function RandomWalk () hold off; x = 1:100; color = ['y' 'g' 'b' 'k' 'r', 'm' 'c']; y(1)= 0; for m = 1:7 for n = 2:100 y(n) = y(n-1) + 2*floor(rand()*2)-1;...(720 × 540 (30 KB)) - 13:07, 20 September 2020
*/ /* Recreate a math function that exists in Java but not JavaScript. */ Math.nextInt = function (number) { return Math.floor(Math.random() * number)...(200 × 200 (30 KB)) - 01:48, 23 June 2024
ftmode]]; {nx,ny}=Dimensions[farr]; zoom=farr[[Floor[nx/2-zoomnum];;Floor[nx/2+zoomnum],Floor[ny/2-zoomnum];;Floor[ny/2+zoomnum]]]; zoom=Reverse@Transpose@Reverse[zoom];...(1,055 × 878 (326 KB)) - 04:35, 8 January 2022
divisible by p #the function is used for the legend breaks <- function(x, y, n, p) { x = sqrt(ceiling(as.integer(x^2) / p) * p) y = sqrt(floor(as.integer(y^2)...(810 × 450 (217 KB)) - 10:01, 19 October 2020
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