A General Incidence Bound in ℝ^d and Related Problems
arXiv: Combinatorics（2018）
摘要
We derive a general upper bound for the number of incidences with k-dimensional varieties in ℝ^d. The leading term of this new bound generalizes previous bounds for the special cases of k=1, k=d-1, and k= d/2, to every 1≤ k 更多
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