About the reliability of logic circuits in all complete bases with three-input elements and failures of zero type on their outputs

We consider the implementation of Boolean functions by circuits from unreliable functional elements in a complete basis containing functions of three variables. We suppose that the elements of the circuit pass to faulty states independently of each other, and they subject to the single-type constant faults of 0 type at outputs. For each complete basis, either the exact value of the coefficient of unreliability is found, or the upper estimate for this coefficient is calculated.