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math.NT2022
Visible lattice points in higher dimensional random walks and biases among them
Kui Liu, Meijie Lu, Xianchang Meng
For any integers , and any finite set , where ${ \boldsymbolα_t}=(α_{t,1},\cdots,α_{t,k})~(1\leq t\leq…
math.NT2022
-free lattice points in random walks
Kui Liu, Shunqi Ma
Let be the two-dimensional integer lattice. For an integer , a non-zero lattice point is -free if the greatest common divisor of its coordinates is a …