HIGHLIGHTS
- who: Stevo Steviu0107 from the Mathematical Institute of the China Medical University Hospital have published the paper: Higher order difference equations with homogeneous governing functions nonincreasing in each variable with unbounded solutions, in the Journal: (JOURNAL)
- what: By using a comparison method and some difference inequalities the authors show that the following higher order difference equation xn+k = f (xn+k-1... xn ) n u2208 N where k u2208 N f: [0 +u221e)k u2192 [0 +u221e) is a homogeneous function of order strictly bigger than one which is nondecreasing in each variable and satisfies . . .
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