“…During last few decades, a lot of classical Ising and Ising-like models have been investigated on various pure Husimi trees and lattices [1][2][3] (see the next section for their exact definition) which play important role in describing many interesting physical systems such as amorphous solids [4], spin liquids [5], the Ising spin glasses [6][7][8][9], various polymer models [10][11][12][13][14][15], abelian sandpiles [16,17], lattice gases [18], and 3 He systems [19]. At the same time, various models on pure Husimi trees and lattices are especially useful for investigation of physical systems in which multisite interactions play important role, i.e., for investigating such systems as, e.g., binary alloys, rare gases, lipid bilayers [20], or spin glasses [21].…”