May 15, 2020 · Abstract:We revisit the problem of broadcasting on d-ary trees: starting from a Bernoulli(1/2) random variable X_0 at a root vertex, ...

Abstract—We revisit the problem of broadcasting on d-ary trees: starting from a Bernoulli(1/2) random variable X0 at a root vertex, each vertex forwards its ...

Consider a setting where a single bit is broadcast down the d-ary tree, where each edge acts as a binary symmetric channel with a crossover probability δ.

Abstract—Consider a setting where a single bit is broadcast down the d-ary tree, where each edge acts as a binary symmetric.

We revisit the problem of broadcasting on $d$-ary trees: starting from a Bernoulli$(1/2)$ random variable $X_0$ at a root vertex, each vertex forwards its ...

Broadcasting on Trees Near Criticality: Perturbation Theory · Qian Yu, Yury Polyanskiy · Published in International Symposium on… 12 July 2021 · Mathematics.

Jul 12, 2021 · Consider a setting where a single bit is broadcast down the d-ary tree, where each edge acts as a binary symmetric channel with a crossover ...

Download Citation | On Jul 12, 2021, Qian Yu and others published Broadcasting on Trees Near Criticality: Perturbation Theory | Find, read and cite all the ...

Duration: 19:03
Posted: Mar 21, 2022

Award ID(s):: 1717842. NSF-PAR ID: 10273762. Author(s) / Creator(s):: Gu, Yuzhou; Roozbehani, Hajir; Polyanskiy, Yury. Date Published: 2020-07-01.