10 Nalezeny výsledky pro "Soubor:Parabolic_critical_orbits.png".

Soubor:Parabolic critical orbits.png

of critical orbit in case of attracting fixed point Parabolic case There are 3 types of points here : blue = critical point red = critical orbit ( forward...


Soubor:Critical orbit for f(z) = z^15 - z.png

net/web2/biomates */ draw2d( title = "All orbits of 14 critical points for f(z)=z^15 -z ", terminal = png, file_name = concat("~/",string(iLength),"b")...


Soubor:Critical orbit for f(z) = z^14 - z.png

360/26=13.85  ; 360/(2*26)=6,923 */ file_name = concat("~/maxima/parabolic/critical_orbits/z14plusmz/z14minusz/",string(iLength),"b_52"), pic_width = 1000...


Soubor:Parabolic critical orbit for internal angle one fifth.png

net/web2/biomates */ draw2d( title= " Critical Orbit in parabolic case for internal angle = 1/5 ", user_preamble = "", terminal = 'png, pic_width = 1000, pic_height...


Soubor:Critical Orbit 0;3,2,1000,1....png

critical orbit tending to parabolic fixed point distance between points of critical orbit in case of attracting fixed point Parabolic case I, the copyright...


Soubor:Critical orbits for f(z)=z^4-iz.png

s:GiveListOfCriticalPoints(f(z)); multiplicities; length(s); Orbits:[]; for i:1 thru length(s) step 1 do ( Orbit:GiveOrbit(s[i],iLength), Orbits:append(Orbit,Orbits)...


Soubor:Critical orbits for f(z)=z^4-z.png

telefonica.net/web2/biomates */ draw2d( title = "All critical orbits for f(z)=z^4 -z ", terminal = png, user_preamble = "set angles degrees; set grid polar...


Soubor:Critical Orbit for Golden Mean Quadratic Julia set.svg

Critical orbit tends to period 3 orbit 3D view of critical orbit tending to parabolic fixed point distance between points of critical orbit in case of...


Soubor:Parabolic critical orbit of rational function ( Blaschke fraction).png

key="critical point", color = blue , zcr, point_size = 0.8, points_joined = false, key="critical orbit ", color = black , Orbit ); English Parabolic critical...


Soubor:Parabolic orbits insidse upper main chessboard box for f(z) = z^2 +0.25.svg

joining precritical points critical part: join critical point, points of critical orbit and fixed popint with segments draw orbits inside box ( green curves)...