Fayl:Cône textileII.png
Bu prevyuning hajmi: 333 × 598 piksel. Boshqa oʻlchamlari: 133 × 240 piksel | 267 × 480 piksel | 427 × 768 piksel | 570 × 1 024 piksel | 2 344 × 4 211 piksel.
Asl fayl (2 344 × 4 211 piksel, fayl hajmi: 9,4 MB, MIME tipi: image/png)
Fayl tarixi
Faylning biror paytdagi holatini koʻrish uchun tegishli sana/vaqtga bosingiz.
Sana/Vaqt | Miniatura | Oʻlchamlari | Foydalanuvchi | Izoh | |
---|---|---|---|---|---|
joriy | 20:02, 2009-yil 3-oktyabr | 2 344 × 4 211 (9,4 MB) | Archaeodontosaurus | {{Information |Description={{en|1=Conus textile - Conidae (4.7cm) }} {{fr|1=Conus textile (Toison d'or) - Conidae (4.7cm)}} |Source=Own work |Author=Didier Descouens |Date=2009-10-03 |Permission= |other_versions= }} Category:Conus textile [[Category: |
Fayllarga ishoratlar
Bu faylga quyidagi 2 sahifalar bogʻlangan:
Faylning global foydalanilishi
Ushbu fayl quyidagi vikilarda ishlatilyapti:
- en.wikipedia.org loyihasida foydalanilishi
- Benoit Mandelbrot
- Butterfly effect
- Chaos theory
- Complexity
- Dynamical system
- Fractal
- Logistic map
- Henri Poincaré
- Double pendulum
- Aleksandr Lyapunov
- Feigenbaum constants
- Unintended consequences
- Attractor
- Predictability
- Ergodic theory
- Quantum chaos
- Martin Gutzwiller
- Michael Berry (physicist)
- Edge of chaos
- Horseshoe map
- Hénon map
- Santa Fe Institute
- James A. Yorke
- Michel Hénon
- Mitchell Feigenbaum
- Buddhabrot
- Three-body problem
- Dyadic transformation
- Mary Cartwright
- Rössler attractor
- Pickover stalk
- Tilt-A-Whirl
- Baker's map
- Edward Norton Lorenz
- Floris Takens
- Van der Pol oscillator
- Zaslavskii map
- Kaplan–Yorke map
- Duffing map
- List of chaotic maps
- Tent map
- Rabinovich–Fabrikant equations
- Dynamical billiards
- Anosov diffeomorphism
- Bifurcation theory
- Interval exchange transformation
- Tinkerbell map
- Fermi–Pasta–Ulam–Tsingou problem
- Outer billiards
- Duffing equation
Ushbu faylni koʻproq global foydalanishdan koʻring.