We present optimal-stretch scale-free compact routing sche- mes for networks of low doubling dimension, in both the name-independent and name-dependent models.

Jun 15, 2016 · We consider compact routing schemes in networks of low doubling dimension, where the doubling dimension is the least value α such that any ...

We consider compact routing schemes in networks of low doubling dimension, where the doubling dimension is the least value α such that any ball in the ...

Sep 5, 2017 · ... optimal-stretch scale-free compact labeled routing scheme for networks of low doubling dimension that uses optimal ⌈log n⌉-bit routing labels1.

We present optimal-stretch scale-free compact routing schemes for networks of low doubling dimension, in both the name-independent and name-dependent models ...

We consider compact routing schemes in networks of low doubling dimension, where the doubling dimension is the least value α such that any ball in the ...

Abstract. We consider compact routing schemes in networks of low doubling dimension, where the doubling dimension is the least value α such that any ball in ...

We consider compact routing schemes in networks of low doubling dimension, where the doubling dimension is the least value α such that any ball in the ...

This paper studies compact routing schemes for net- works with low doubling dimension. Two variants are ex- plored, name-independent routing and labeled ...

This paper studies compact routing schemes for networks with low doubling dimension. Two variants are explored, name-independent routing and labelled ...