For any number c, define:
fc (x) = min { (x - c) ^ 2 , (x - c - 2) ^ 2 }
What does this equation mean?
fc (x) = min { (x - c) ^ 2 , (x - c - 2) ^ 2 }
What does this equation mean?
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It means the minimum of the two given inputs. So min {4, 5} = 4.
min {(x - c)^2, (x - c - 2)^2} depends on the values for x and c. Let's assume x=5, and c=1, just for fun.
min {(5-1)^2, (5-1-2)^2} = min{16, 4} = 4.
Hope that helped.
min {(x - c)^2, (x - c - 2)^2} depends on the values for x and c. Let's assume x=5, and c=1, just for fun.
min {(5-1)^2, (5-1-2)^2} = min{16, 4} = 4.
Hope that helped.