Some articles on complete homogeneous:
... The complete homogeneous symmetric polynomial of degree k in variables X1.. ... for each nonnegative integer, there exists exactly one complete homogeneous symmetric polynomial of degree in variables ... all integral linear combinations of products of the complete homogeneous symmetric polynomials is a commutative ring ...
Famous quotes containing the words homogeneous and/or complete:
“If we Americans are to survive it will have to be because we choose and elect and defend to be first of all Americans; to present to the world one homogeneous and unbroken front, whether of white Americans or black ones or purple or blue or green.... If we in America have reached that point in our desperate culture when we must murder children, no matter for what reason or what color, we dont deserve to survive, and probably wont.”
—William Faulkner (18971962)
“No man, said Birkin, cuts another mans throat unless he wants to cut it, and unless the other man wants it cutting. This is a complete truth. It takes two people to make a murder: a murderer and a murderee.... And a man who is murderable is a man who has in a profound if hidden lust desires to be murdered.”
—D.H. (David Herbert)