Category:Polynomials
Jump to navigation
Jump to search
English: Polynomials
Македонски: Полиноми
Português: Polinômios
日本語: 多項式
mathematical expression consisting of variables and coefficients  | |||||
| Upload media | |||||
| Pronunciation audio | |||||
|---|---|---|---|---|---|
| Subclass of |
| ||||
| Part of |
| ||||
| Different from | |||||
| |||||
 | |||||
Library of Congress authority ID: 
Bibliothèque nationale de France ID: Subcategories
This category has the following 13 subcategories, out of 13 total.
B
- Bernstein polynomials (10 F)
C
F
G
- Gauss–Lucas theorem (3 F)
H
L
- Lagrange polynomial (12 F)
M
- Maximum length sequence (7 F)
N
- Newton polygon (4 F)
P
Media in category "Polynomials"
The following 110 files are in this category, out of 110 total.
-z.jpg 414 × 364; 24 KB
3d Quadratic.png 800 × 600; 20 KB
600px-Bernoulli polynomials svg.png 600 × 480; 35 KB
A*b=a ⇒ b=1 ∨ a=0 in formal series.svg 327 × 184; 63 KB
Alexander Matrix elm.svg 110 × 110; 1,021 bytes
Berechnung von (x+y)^3.gif 221 × 119; 76 KB
BhargavaCubeOfCubiccForm.jpg 400 × 400; 14 KB
Charlier polynomials 1.gif 400 × 400; 210 KB
Charlier polynomials 2.gif 400 × 400; 163 KB
Comparison 2.jpg 1,305 × 1,022; 98 KB
Completing the square with layers.png 816 × 1,056; 126 KB
Complex function F(z)=z^2-1.png 414 × 364; 2 KB
Complex function F(z)=z^2-1.svg 414 × 364; 19 KB
Continuous dual Hahn 1.gif 400 × 400; 144 KB
CRC Polynomial Representation Example.png 516 × 103; 4 KB
Cstewart egm6822 r1.1.pdf 1,239 × 1,754, 2 pages; 48 KB
- De-Polynom.ogg 2.0 s; 18 KB
Discriminant of cubic polynomials..png 484 × 537; 103 KB
Diskriminan.png 391 × 417; 7 KB
Dr. Casas-Alvero talking about Casas-Alvero Conjecture.jpg 1,663 × 935; 158 KB
Effect discriminant.PNG 1,300 × 709; 21 KB
Egyenlettort2.PNG 92 × 105; 442 bytes
Egyenlettort3.PNG 132 × 155; 3 KB
Equation quadratique (1).jpg 200 × 171; 8 KB
Equation quadratique (2).jpg 200 × 171; 10 KB
Equation quadratique (3).jpg 450 × 193; 9 KB
Equation-cubique.jpg 300 × 157; 9 KB
Equazione-secondo-grado copia.gif 278 × 159; 3 KB
EulerWorpitzkyChenEven.png 666 × 500; 21 KB
EulerWorpitzkyChenOdd.png 667 × 500; 18 KB
Factor.jpg 1,366 × 768; 625 KB
Formal series - A*X.svg 311 × 183; 55 KB
Graphical interpretation of the complex roots of cubic equation.svg 559 × 415; 16 KB
Hahn polynomials.gif 400 × 400; 216 KB
Identitatnotable.JPG 301 × 248; 7 KB
Identitatnotable1.JPG 283 × 255; 6 KB
Identitatnotable2.JPG 364 × 252; 10 KB
Infogap robustness.png 651 × 296; 23 KB
Interpolation der Runge-Funktion (n=5).svg 567 × 354; 11 KB
InverseBesselPolynomials.gif 648 × 621; 74 KB
Kauffman bracket2.png 1,002 × 204; 16 KB
Klammer1.jpg 722 × 278; 25 KB
Klammer2.jpg 862 × 356; 33 KB
Latex math example boxed.png 950 × 68; 1 KB
LeastSqrPoly.png 800 × 513; 27 KB
Literal.jpg 527 × 251; 12 KB
Little q Jacobi 100 50.gif 400 × 400; 958 KB
Littlewood polynomial roots (white).png 5,000 × 5,000; 7.61 MB
Multiplying formal series.svg 301 × 240; 67 KB
MyNurbs Points.JPG 1,184 × 832; 123 KB
Newton polytope.svg 720 × 760; 52 KB
Parabole x^2 e -x^2.svg 684 × 419; 32 KB
Polinomio ciclotómico.png 640 × 330; 4 KB
Poly100.jpg 989 × 656; 666 KB
Polynome de fekete 43.svg 614 × 525; 22 KB
Polynomial expansion.png 1,280 × 720; 94 KB
Polynomial2.jpg 499 × 346; 23 KB
Polynomialdeg2.svg 320 × 320; 2 KB
Polynomials.pdf 1,625 × 2,166, 3 pages; 235 KB
Polynomienkertolasku2.png 2,054 × 318; 22 KB
Polynominterpolation Schema von Neville.jpg 650 × 192; 23 KB
Polynôme non résoluble.jpg 1,315 × 798; 265 KB
Polynôme-Al-Samaw-al.jpg 250 × 147; 17 KB
Public class Node.pdf 1,239 × 1,752, 10 pages; 99 KB
Q Appell function 1.gif 400 × 400; 167 KB
Q Appell function 2.gif 400 × 400; 61 KB
QSymDiagram.png 286 × 198; 10 KB
Quartic Discriminant.png 732 × 607; 123 KB
Quartic Formula.jpg 18,728 × 2,240; 1.45 MB
Racah polynomials.gif 400 × 400; 419 KB
Radius of stability 1.png 648 × 296; 22 KB
Radius of stability 3.png 637 × 292; 11 KB
Remainder Theorem.jpg 269 × 155; 24 KB
Roots of Littlewood polynomials with degree 15.png 987 × 987; 194 KB
Roots of polynomial and its derivative.png 372 × 163; 3 KB
Rudin shapiro 8 zeros.svg 438 × 525; 26 KB
Salem numbers.svg 600 × 480; 50 KB
Secant fractal.jpg 1,279 × 959; 171 KB
Segundo grado figura1.png 272 × 200; 3 KB
Segundo grado figura2.png 198 × 200; 2 KB
Segundo grado figura3.png 194 × 194; 3 KB
Sextic Graph.png 807 × 643; 7 KB
Sir Isaac Newton's two treatises of the quadrature of curves Fleuron T018643-45.png 1,302 × 1,068; 69 KB
Sturmfunc1.jpg 891 × 573; 108 KB
Sturmfunc2.jpg 947 × 665; 128 KB
Synthetic Division.jpg 175 × 154; 11 KB
Terms-coefficient-ko.svg 823 × 636; 27 KB
Terms-coefficient001.svg 823 × 636; 27 KB
ThWeierstrass.png 800 × 487; 43 KB
Touchard polynomials.gif 598 × 559; 561 KB
Touchard Polynomials.png 574 × 533; 9 KB
Trigonometric interpretation of a cubic equation with three real roots.svg 605 × 1,057; 11 KB
Vasisoluzionequazioneterzo grado.gif 1,040 × 505; 81 KB
Wilkinson polynomial.png 1,500 × 1,050; 337 KB
Wilkinsonpolynomial jaredwf.png 275 × 144; 1,022 bytes
Yijinecimal graph.png 1,185 × 800; 33 KB
Young5.svg 792 × 585; 7 KB
- Zero Kac Polynomial.webm 14 s, 720 × 720; 3.35 MB
Բեռնուլիի բազմանդամի գրաֆիկ.png 583 × 603; 18 KB
%5E3.gif)
%3Dz%5E2-1.png)
%3Dz%5E2-1.svg)
.jpg)
.jpg)
.jpg)
.svg)
.png)
_in_the_complex_plane_from_-2-2i_to_2%2B2i_with_colors_created_with_Mathematica_13.1_function_ComplexPlot3D.svg)
_in_the_complex_plane_from_-2-2i_to_2%2B2i_with_colors_created_with_Mathematica_13.1_function_ComplexPlot3D.svg)
_in_the_complex_plane_from_-2-2i_to_2%2B2i_with_colors_created_with_Mathematica_13.1_function_ComplexPlot3D.svg)
_in_the_complex_plane_from_-2-2i_to_2%2B2i_with_colors_created_with_Mathematica_13.1_function_ComplexPlot3D.svg)
_in_the_complex_plane_from_-2-2i_to_2%2B2i_with_colors_created_with_Mathematica_13.1_function_ComplexPlot3D.svg)
_in_the_complex_plane_from_-2-2i_to_2%2B2i_with_colors_created_with_Mathematica_13.1_function_ComplexPlot3D.svg)
_in_the_complex_plane_from_-2-2i_to_2%2B2i_with_colors_created_with_Mathematica_13.1_function_ComplexPlot3D.svg)
_in_the_complex_plane_from_-2-2i_to_2%2B2i_with_colors_created_with_Mathematica_13.1_function_ComplexPlot3D.svg)
_in_the_complex_plane_from_-2-2i_to_2%2B2i_with_colors_created_with_Mathematica_13.1_function_ComplexPlot3D.svg)
_in_the_complex_plane_from_-2-2i_to_2%2B2i_with_colors_created_with_Mathematica_13.1_function_ComplexPlot3D.svg)
