Aug 22, 2018 · We show several new results and connections between energy complexity and other well-studied parameters of Boolean functions. * For all Boolean ...

Dec 12, 2020 · We show several new results and connections between energy complexity and other well-studied parameters of Boolean functions.

It is known that any. Boolean function can be computed by a circuit (with potentially large size) with an energy of at most 3n(1 + c(n)) for a small c(n)(which ...

Energy Complexity and Monotone circuits : For a monotone Boolean function f, computed by a monotone circuit C, define ECM(C) as the maximum over all the inputs ...

Jun 29, 2018 · For a Boolean function computed by a circuit C over a finite basis , the energy complexity of C (denoted by ) is the maximum over all inputs ...

For a Boolean function f, the energy complexity of C is the maximum over all inputs \(\{0,1\}^n\) the numbers of gates of the circuit C (excluding the ...

Sep 12, 2020 · 4 Lower Bounds on Energy Complexity. In this section, we introduce new methods to show lower bounds on energy complexity of Boolean functions.

We show several new results and connections between energy complexity and other well-studied parameters of Boolean functions. * For all Boolean functions $f$, ...

For a Boolean function computed by a circuit C over a finite basis, the energy complexity of C (denoted by ) is the maximum over all inputs the numbers of ...

It is known that any Boolean function can be computed by a circuit (with potentially large size) with an energy of at most 3n(1+ϵ(n)) for a small ϵ(n) (which we ...