Akari Kotoha

Critical Partition Function Theory V

We develop a local physical-size scale-flow theory for critical phenomena within critical partition-function theory (CPFT), without assuming a renormalization-group transformation, a Hamiltonian, disorder, randomness, or a nonlinear sigma model as primitive input. The starting po...

Critical Partition Function Theory II

We formulate a reconstruction theory for universal critical partition-function representatives in the presence of irrelevant corrections. The central object is the leading critical component of the logarithmic partition function, $K_c=\log Z_c$, defined through a weighted scaling...

Critical Partition Function Theory II

We formulate a reconstruction theory for universal critical partition-function representatives in the presence of irrelevant corrections. The central object is the leading critical component of the logarithmic partition function, $K_c=\log Z_c$, defined through a weighted scaling...