APA (7th ed.) Zitazioa

Chumburidze, M., & Niminet, V. (2025). Efficient Modelisation for Complex Geometries of Tumor Growth via Thermo-Elastic Diffusion Partial Differential Equations and Artificial Neural Networks - Figure 2. Dynamics of tumor geometry: The existence of a bifurcation point behaviour giving the treatment prognostic is a strong a priori argument of PDE modelling. Zenodo.

Chicago Style (17th ed.) Zitazioa

Chumburidze, Manana, eta Valer Niminet. Efficient Modelisation for Complex Geometries of Tumor Growth via Thermo-Elastic Diffusion Partial Differential Equations and Artificial Neural Networks - Figure 2. Dynamics of Tumor Geometry: The Existence of a Bifurcation Point Behaviour Giving the Treatment Prognostic Is a Strong a Priori Argument of PDE Modelling. Zenodo, 2025.

MLA (9th ed.) Zitazioa

Chumburidze, Manana, eta Valer Niminet. Efficient Modelisation for Complex Geometries of Tumor Growth via Thermo-Elastic Diffusion Partial Differential Equations and Artificial Neural Networks - Figure 2. Dynamics of Tumor Geometry: The Existence of a Bifurcation Point Behaviour Giving the Treatment Prognostic Is a Strong a Priori Argument of PDE Modelling. Zenodo, 2025.