4 problems

Let $m(t)$ denote the time-dependent memory parameter in Regime $R3$, let $\mu_\epsilon$ be the mean of the fitness increments, and let the cumulative fitness distribution be the d…

Let $m\in\mathbb{N}$, let $G_t$ be a preferential attachment graph in Regime $R2$, and let $BB(m)$ denote the corresponding benchmark model. Condensation-transfer conjecture in…

Let $m\in\mathbb{N}$, let $G_t$ be a graph in Regime $R2$, and let $\mathbf{deg}_t$ be its empirical degree distribution. Let $\mathbf{deg}_t^{BB(m)}$ be the empirical degree distr…

Consider the preferential attachment model whose fitness process is i.i.d. over time, corresponding to Case $a_m$ with $\boldsymbol{\alpha}=(0,\ldots,0,1)$. Barabási–Albert univers…