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Thanks for your great work!
I'm a little confused, how to get the upper and lower bounds of formula 6 in the paper?
and are the two values i+(1-β)/2 and i+(β-1)/2 reversed in 3.3.4 Cases Analysis. Case1: β > 1. and Case1: β < 1. in the paper?
there exists an overlap when the start i+(1-β)/2 is less than the end i+(β-1)/2, and exists an interval when the start i+(1-β)/2 is greater than the end i+(β-1)/2. Is it right?
The text was updated successfully, but these errors were encountered:
Thanks for your great work!
I'm a little confused, how to get the upper and lower bounds of formula 6 in the paper?
and are the two values i+(1-β)/2 and i+(β-1)/2 reversed in 3.3.4 Cases Analysis. Case1: β > 1. and Case1: β < 1. in the paper?
there exists an overlap when the start i+(1-β)/2 is less than the end i+(β-1)/2, and exists an interval when the start i+(1-β)/2 is greater than the end i+(β-1)/2. Is it right?
The text was updated successfully, but these errors were encountered: