Uncovered balance - significado y definición. Qué es Uncovered balance
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Qué (quién) es Uncovered balance - definición

VOTING THEORY APPLIED TO ELECTIONS
Fishburn set; Uncovered set

Color balance         
  • South Arm]], [[Tasmania]], Australia. The white balance has been adjusted towards the warm side for creative effect.
  • Photograph of a [[ColorChecker]] as a reference shot for color balance adjustments.
  • Example of color balancing
  • Two photos of a high-rise building shot within a minute of each other with an entry-level point-and-shoot camera. Left photo shows a "normal", more accurate color balance, while the right side shows a "vivid" color balance, in-camera effects and no post-production besides black background.
  • A white-balanced image of Mount Sharp (Aeolis Mons) on Mars
  • Mount Sharp (Aeolis Mons)]] on [[Mars]]
ADJUSTMENT OF THE INTENSITIES OF THE COLORS
White balance; Colour balance; White Balance; White balancing; Gray balance; Whitebalance; Auto white balance; Auto White Balance; Automatic White Balance
In photography and image processing, color balance is the global adjustment of the intensities of the colors (typically red, green, and blue primary colors). An important goal of this adjustment is to render specific colors – particularly neutral colors like white or grey – correctly.
Balance bicycle         
  • 1820}})
  • Toddler on metal balance bike
TRAINING BICYCLE FOR CHILDREN
Balance bike; Run bike; Wooden balance bike
A balance bicycle, run bike or no pedal bike or dandy horse is a training bicycle that helps children learn balance and steering. It has no foot pedals, no drivetrain, no chain, no gears, no gear shifters, no derailleurs, and no freewheel.
Uncovered (short story collection)         
  • First edition (publ [[Puffin Books]])
SHORT STORY COLLECTION BY PAUL JENNINGS
Uncovered (book)
Uncovered is the eighth in a series of collections of short stories by Australian author Paul Jennings. It was first released in 1995.

Wikipedia

Landau set

In voting systems, the Landau set (or uncovered set, or Fishburn set) is the set of candidates x {\displaystyle x} such that for every other candidate z {\displaystyle z} , there is some candidate y {\displaystyle y} (possibly the same as x {\displaystyle x} or z {\displaystyle z} ) such that y {\displaystyle y} is not preferred to x {\displaystyle x} and z {\displaystyle z} is not preferred to y {\displaystyle y} . In notation, x {\displaystyle x} is in the Landau set if