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Every local field is isomorphic (as a topological field) to one of the following: [3] Archimedean local fields ( characteristic zero): the real numbers R , and the complex numbers C . Non-Archimedean local fields of characteristic zero: finite extensions of the p -adic numbers Q p (where p is any prime number ).
Seni Gayung Fatani originated from the Malays Empire. [4] In 1840, it was brought to Kedah by Syeikh Abdul Rahman. The style was expanded upon by his son Tok Yah Ramli. Another of Abdul Rahman's students was Pak Teh Mat Ali who taught this style to Pak Andak Embong, who in turn passed it down to Tuan Guru Anuar Abdul Wa