10 Results found for "Dosya:It_mod-r.gif".

Dosya:It mod-r.gif

  I, the copyright holder of this work, hereby publish it under the following license: This file is licensed under the Creative Commons Attribution 3.0...


Dosya:Convolution of box signal with itself.gif

sum(product)/numel(X)*(X(end)-X(1)); if (mod(offset_i, 20)==0) area(X, product, 'facecolor', 'yellow'); hold on plot(X, F1, 'b', X, F2_shifted, 'r', X, integral, 'k', [offset...


Dosya:3 rotating rings (frame).png

from original image, Image:3_rotating_rings.gif I, the copyright holder of this work, hereby publish it under the following licenses: This file is licensed...


Dosya:DSC00483wR Multipluto illumina pezzo antiaereo Cannoni 90 50 mod 1939 CORAZZATA ROMA.gif

an anti-aircraft gun 90 50 mod 1939 of the ROME ARMORED SHIP Italian Il Multipluto illumina un cannone antiaereo 90 50 mod 1939 della NAVE CORAZZATA ROMA...


Dosya:3 rotating rings.gif

POV-Ray for Windows 3.6; resulting slides were converted to an animated GIF using GIMP 2.3.6. //------------------------------------------------------------...


Dosya:Quantum state discrimination - short animation.gif

Map[AffineTransform[{RotationMatrix[\[Pi] Mod[#2[[1]]-1,4]/2,{0,0,1}],#1}],ocp.DiagonalMatrix[r {1,1,If[Mod[#2[[1]]-1,8]<4,1,-1]}],{2}],SplineDegree->2...


Dosya:Convolution of spiky function with box.gif

sum(product)/numel(X)*(X(end)-X(1)); if (mod(offset_i, 30)==0) area(X, product, 'facecolor', 'yellow'); hold on plot(X, F1, 'b', X, F2_shifted, 'r', X, integral, 'k', [offset...


Dosya:Minimum and maximum phase responses.gif

8 a_y=0. m=1000 A = a_x + 1j*a_y a_mod = np.abs(A) Ainv = 1./A a_xbis = np.real(Ainv) a_ybis = -np.imag(Ainv) # r^2 = x_lim_a = -0.3 x_lim_b = 1.9 y_lim...


Dosya:Illustrez la science - Partager ses photos et vidéos scientifiques sur Wikimedia Commons.pdf

Commons author name string: Pyb en résidence Wikimedia username: Pyb en résidence URL: https://commons.wikimedia.org/wiki/User:Pyb_en_r%C3%A9sidence...


Dosya:Quantum state discrimination - animation.gif

Map[AffineTransform[{RotationMatrix[\[Pi] Mod[#2[[1]]-1,4]/2,{0,0,1}],#1}],ocp.DiagonalMatrix[r {1,1,If[Mod[#2[[1]]-1,8]<4,1,-1]}],{2}],SplineDegree->2...