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The most basic non-trivial differential one-form is the "change in angle" form . This is defined as the derivative of the angle "function" θ ( x , y ) {\\displaystyle \\theta (x,y)} (which is only defined up to an additive constant), which can be explicitly defined in terms of the atan2 function.
In golf, a hole in one or hole-in-one occurs when a ball hit from a tee to start a hole finishes in the cup. The feat is also known as an ace, mostly in American English.As the feat needs to occur on the stroke that starts a hole, a ball hit from a tee following a lost ball, out-of-bounds, or water hazard is not a hole-in-one, due to the application of a stroke penalty.
HAL's Hole in One Golf [a] [4] [5] is a golf video game developed and published by HAL Laboratory for the Super Nintendo Entertainment System in 1991. One of the courses in the game. Summary
On one end of the ken is a cup, while the other end of ken is narrowed down, forming a spike (kensaki) that fits into the hole (ana) of the tama. The kendama is the Japanese version of the classic cup-and-ball game, [1] and is also a variant of the French cup-and-ball game bilboquet. Kendama can be held in different grips, and many tricks and ...
In mathematics, the Maurer–Cartan form for a Lie group G is a distinguished differential one-form on G that carries the basic infinitesimal information about the structure of G. It was much used by Élie Cartan as a basic ingredient of his method of moving frames , and bears his name together with that of Ludwig Maurer .
NCGA may refer to: National Collegiate Gymnastics Association; National Cooperative Grocers Association; National Corn Growers Association; North Carolina General ...
The United States Golf Register is the United States's official historical registry of holes-in-one. The U.S. Golf Register is devoted to preserving history with each hole-in-one made, and recording the significance of the achievement as a historical record. There are no registration fees or dues associated with registering.
Most mathematical ideas are capable of some form of generalization. If appropriate, such material can be put under a "Generalizations" section. As an example, multiplication of the rational numbers can be generalized to other fields. It is also generally good to have a "See also" section in an article.