Berkowitz algorithm provides a polynomial size circuit with logarithmic depth for determinant of a square matrix using matrix powers.
Is there a polynomial size boolean circuit for $i$th bit of determinant and is it still logarithmic depth?
Berkowitz algorithm provides a polynomial size circuit with logarithmic depth for determinant of a square matrix using matrix powers.
Is there a polynomial size boolean circuit for $i$th bit of determinant and is it still logarithmic depth?