“…According to the authors, phase transitions involving spin, charge, lattice, and orbital degrees of freedom, which under certain circumstances for a given level of lattice thermal vibration associated with special band structure, would define a state of matter, the so-called superconducting state. The concurrence among those phase transitional mechanisms would easily explain how a superconducting state would be achieved at higher temperatures by increasing the pressure 25 , which is also a variable of state, such as the solute composition 26 . According to Souza et al 24 , entropy change is associated with a first-order transition, no matter its nature, and can be directly obtained by integrating specific heat over the temperature T .…”