most citedBio-heat regimes in fractal-based models of tumors

3 citations · 3 across the 4 of their papers we have counts for

collaborators

5 papers

cond-mat.stat-mech2026

Heterogeneous diffusion with recruitment and mortality

Esther D. Gutiérrez, Alexander López, R. K. Singh +3

We study a heterogeneous diffusion process with a position-dependent diffusion coefficient in the presence of independent recruitment and mortality. This framework generalises hete…

cond-mat.stat-mech2026

Heterogeneous planar diffusion with axisymmetric power-law decaying diffusion coefficient under stochastic resetting

Trifce Sandev, Sebastien Fumeron, Malte Henkel +1

We analyse two-dimensional isotropic heterogeneous diffusion with a radially decaying diffusion coefficient , subject to Poissonian stochastic resetting to the origin…

cond-mat.stat-mech2026

Fractal and Spectral Dimensions as Determinants of Thermal Ablation Outcomes in Cancer Tissues

Mario Olmo-Fajardo, Alexander López, Malte Henkel +1

Clinical thermal ablation outcomes display significant variability that classical bio-heat models cannot fully explain. One reason may lie in the fractal architecture of biological…

quant-ph2025

Generalised fractional Rabi problem

Alexander Lopez, Sébastien Fumeron, Malte Henkel +2

Fractional quantum dynamics provides a natural framework to capture nonlocal temporal behavior and memory effects in quantum systems. In this work, we analyze the physical conseque…

physics.bio-ph2025★ 3 cited

Bio-heat regimes in fractal-based models of tumors

Sébastien Fumeron, Malte Henkel, Alexander López

Anomalous heat diffusion is investigated for biological tissues displaying a fractal structure and long-term thermal memory, which is modeled via a fractional derivative. For incre…