Fichye:Max paraboloid.svg
Taille de cet aperçu PNG pour ce fichier SVG : 700 × 560 piksèl. Lòt rezolisyon yo: 300 × 240 piksèl | 600 × 480 piksèl | 960 × 768 piksèl | 1 280 × 1 024 piksèl | 2 560 × 2 048 piksèl.
Fichye orijinal (Fichye SVG, rezolisyon de 700 × 560 piksèl, gwosè fichye : 263 kio)
Rezime
| Deskripsyon |
English: SVG version for MaximumParaboloid.png. |
| Dat | |
| Sous | Travay pèsonèl |
| Kreyatè | IkamusumeFan |
| Autres versions |
|
| SVG information |  Cette représentation graphique a été créée avec Gnuplot  |
| Code source | Gnuplot code# Date: 2015-08-03
# Please use or revise this code without any copyright concern. Thanks.
set term svg size 700,560 enhanced font 'Times,12'
set output 'max_paraboloid.svg'
set multiplot
set xlabel "x"
set ylabel "y"
set zlabel "z"
set xrange [-3.0:3.0]
set yrange [-3.0:3.0]
set zrange [-15.0:5.0]
unset colorbox
set view 60,15
set style fill solid 0.30 border
set cntrparam levels auto 20
set contour base
set isosamples 20,20
set samples 20,20
set pm3d
set hidd
unset key
set ticslevel 0
# Draw the surface of f(x,y) = 4-(x*x+y*y)
set palette defined (-15 "navy", 4 "cyan")
splot 4-(x*x+y*y)
# One label at the maxima.
set label 1 "{/=26 (0,0,4)}" at 0, 0, 6
# Two points.
set pointsize 1
unset pm3d
unset contour
splot 'twopts.txt' w p pt 7 lc "blue"
# Prepare a text file 'twopts.txt' as follows (no #s):
# 0 0 4
# 0 0 -15
unset multiplot
set term windows
set output
|
set input
- 0 0 -17
Kondisyon itlizasyon
Moi, en tant que détenteur des droits d’auteur sur cette œuvre, je la publie sous la licence suivante :
Ce fichier est sous la licence Creative Commons Attribution – Partage dans les Mêmes Conditions 4.0 International.
- Ou gen dwa:
- pou pataje – pou kopye, distribiye epi difize ouvraj la
- pou remiks – pou adapte ouvraj la
- Selon kondisyon sa a yo:
- Rekonèt avèk non otè – Ou dwe bay enfòmasyon apwopriye sou otè a, bay yon lyen pou lisans lan, epi endike si te gen chanjman ki fèt. Ou ka fè sa nan nenpòt fason rezonab, men okenn fason ki sijere ke otè a soutni oswa apwouve itilizasyon ou an.
- Enfòmasyon sa yo ka pataje – Si ou fè rekopye, transfòme, oswa baze sou materyèl sa, ou dwe distribye kontribisyon ou anba menm oswa yon lisans konpatib avèk orijinal la.
Istorik fichye a
Klike sou yon dat/yon lè pou wè fichye a jan li te ye nan moman sa a.
| Dat ak lè | Minyati | Grandè yo | Itilizatè | Komantè | |
|---|---|---|---|---|---|
| Kounye a | 3 out 2015 à 09:12 | | 700 × 560 (263 kio) | IkamusumeFan | User created page with UploadWizard |
Itilizasyon fichye sa a
Pa gen okenn paj ki itilize dosye sa a.
Itilizasyon global fichye a
Wiki sa a yo sèvi ak fichye sa a:
- Itilizasyon sou ar.wikipedia.org
- Itilizasyon sou ba.wikipedia.org
- Itilizasyon sou el.wikipedia.org
- Itilizasyon sou en.wikipedia.org
- Iterative method
- Newton's method
- Quadratic programming
- Linear programming
- Dijkstra's algorithm
- Mathematical optimization
- Greedy algorithm
- Dynamic programming
- Gradient descent
- Floyd–Warshall algorithm
- Edmonds–Karp algorithm
- Simplex algorithm
- Hill climbing
- Tabu search
- Integer programming
- Combinatorial optimization
- Discrete optimization
- Branch and bound
- Register allocation
- Approximation algorithm
- Ant colony optimization algorithms
- Nonlinear programming
- Column generation
- Swarm intelligence
- Metaheuristic
- Levenberg–Marquardt algorithm
- Gauss–Newton algorithm
- Newton's method in optimization
- Line search
- Cutting-plane method
- Interior-point method
- Wolfe conditions
Gade plis itilizasyon global fichye sa a.
