Question: The following code checks for adjacent ones in an n-bit vector. With blocking assignments this code produces the desired logic function, which is f =
The following code checks for adjacent ones in an n-bit vector.
![always @(A) begin f = A[1] & A[0]; for (k = 2;](https://dsd5zvtm8ll6.cloudfront.net/si.question.images/images/question_images/1662/3/7/2/9106315cc2ebdf461662372909657.jpg)
With blocking assignments this code produces the desired logic function, which is f = a1a0 +· · ·+an−1an−2. What logic function is produced if we change the code to use non-blocking assignments?
always @(A) begin f = A[1] & A[0]; for (k = 2; k
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