limit$44717$ - translation to ελληνικό
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limit$44717$ - translation to ελληνικό

STATE A DYNAMICAL SYSTEM REACHES AFTER AN INFINITE AMOUNT OF TIME HAS PASSED, BY EITHER GOING FORWARD OR BACKWARDS IN TIME
Omega-limit set; Omega limit set; Alpha limit set; Alpha-limit set; Alpha-limit; Alpha limit; Omega limit; Omega-limit; Α-limit set; Ω-limit set; Α-limit; Ω-limit; A-limit set; A-limit; O-limit set; O-limit

limit      
n. όριο
speed limit         
  • Historic [[New Hampshire]] speed limit sign
  • End of 30 km/h speed limit; previous speed limit applies.
  • Digital speed limit sign for variable speed limits
  • [[Gatso]] speed camera
  • Traffic signals showing an advisory speed limit
  • Maximum speed limits by country in Europe in km/h (and their matching highway signpost color)
  • In France towns and city signs imply the speed limit of an urban road, by application of the Vienna Convention. For this reason the 50 sign on the picture is just a ''rappel'' (continuance of an existing speed limit).
  • Typical speed limit sign that one would see at the Montana state line from December 1995 to June 1999
  • [[Traffic calming]] can be effective on lower speed roads.
  • The [[Pan-American Highway]] with central median and no freestanding obstructions increasing the level of safety at high speed
  • A stack of rectangular speed limit signs in the United States
  • km/h}} for ordinary vehicles applies beyond this sign.
  • Example variable speed limit sign in the United States, in mph
  • none known}}
  • Speed limit sign in [[Germany]], showing a 60 km/h restriction in [[DIN 1451]] font. Signs in other European countries are similar but make use of different fonts and sizes.
  • access-date=2007-10-28}}</ref>
MAXIMUM LEGAL SPEED OF VEHICLES
Speeding; Speed limits; Speed Limit; 30 mph; Suggested Speed Limits; Speed restriction; Variable speed limit; Speed limit sign; Road speed limit; Speed sign; Speed Sign; Speed-limit
όριο ταχύτητας
time limit         
WIKIMEDIA DISAMBIGUATION PAGE
Time Limit
προθεσμία

Βικιπαίδεια

Limit set

In mathematics, especially in the study of dynamical systems, a limit set is the state a dynamical system reaches after an infinite amount of time has passed, by either going forward or backwards in time. Limit sets are important because they can be used to understand the long term behavior of a dynamical system. A system that has reached its limiting set is said to be at equilibrium.