ERDEM, R. 2023. Mean and Gaussian curvatures of equilibrium states for a spin-1 Ising system: existence of minimal surface in the paramagnetic solutions. European Physical Journal Plus , vol.138, no.4 .

ERDEM, R., (2023). Mean and Gaussian curvatures of equilibrium states for a spin-1 Ising system: existence of minimal surface in the paramagnetic solutions. European Physical Journal Plus , vol.138, no.4.

ERDEM, RIZA. "Mean and Gaussian curvatures of equilibrium states for a spin-1 Ising system: existence of minimal surface in the paramagnetic solutions," European Physical Journal Plus , vol.138, no.4, 2023

ERDEM, RIZA. "Mean and Gaussian curvatures of equilibrium states for a spin-1 Ising system: existence of minimal surface in the paramagnetic solutions." European Physical Journal Plus , vol.138, no.4, 2023

ERDEM, R. (2023) . "Mean and Gaussian curvatures of equilibrium states for a spin-1 Ising system: existence of minimal surface in the paramagnetic solutions." European Physical Journal Plus , vol.138, no.4.

@article{article, author={RIZA ERDEM}, title={Mean and Gaussian curvatures of equilibrium states for a spin-1 Ising system: existence of minimal surface in the paramagnetic solutions}, journal={European Physical Journal Plus}, year=2023}