 with the purpose of exploring their concrete functional capabilities to express logical operators and/or perform logical operations , we revise the concept of cooperativity  for allosteric systems trough an extensive treatment of their statistical mechanical formulation ( with particular emphasis on the ranges and scaling of the involved parameters actually missing in the Literature) and we show how these reactions may successfully encode logical computing, beyond the YES and NOT gates, playing also as stochastic version of the AND (NAND) and the OR (NOR)operators .
<meaning-changed>  with the purpose of exploring their concrete functional capabilities to express logical operators and/or perform logical operations , we revise the concept of cooperativity  for allosteric systems trough an extensive treatment of their statistical mechanical formulation ( with particular emphasis on the ranges and scaling of the involved parameters actually missing in the Literature) and we show how these reactions may successfully encode logical computing, beyond the YES and NOT gates, playing also as stochastic version of the AND (NAND) and the OR (NOR)operators .
 with the purpose of exploring their concrete functional capabilities to express logical operators and/or perform logical operations , we revise the concept of cooperativity for allosteric systems trough an extensive treatment of their statistical mechanical formulation ( with particular emphasis on the ranges and scaling of the involved parameters and its differences with classical cooperativity (and anti-cooperativity) .