7 citations · 7 across the 7 of their papers we have counts for
7 papers
A Class of Gaussian Fields on
Robert Griffiths, Shuhei Mano
Gaussian fields on are constructed from a class of reversible long range random walks on in arXiv:2510.22554. Th…
Discrete Gaussian free fields on Hamming graphs
Shuhei Mano
We discuss a class of discrete Gaussian free fields on Hamming graphs of dimension with vertex set , where interactions depend solely on the H…
Spectral analysis of hierarchical continuous-time quantum walks
Jirô Akahori, Yusuke Ide, Tomoki Kato +3
In this paper, we introduce hierarchical random walks at first. In this model, we use two types of random walkers, {global and local} walkers. The global walker chooses a local wal…
A Class of Long Range Circulant Random Walks on
Robert Griffiths, Shuhei Mano
This paper studies a class of long range random walks on the direct product of cyclic groups for and . $X_{t+1} = X_t + Z_t \…
Symmetric Quantum Walks on Hamming Graphs and Their Limit Distributions
Robert Griffiths, Shuhei Mano
We study a class of symmetric coined quantum walks on Hamming graphs, where the distance between vertices specifies the transition probability. A special model is the simple quantu…
Direct sampling from conditional distributions by sequential maximum likelihood estimations
Shuhei Mano
We can directly sample from the conditional distribution of any log-affine model. The algorithm is a Markov chain on a bounded integer lattice, and its transition probability is th…
AdS3 Gravitational Instantons from Conformal Field Theory
S. Mano
A conformal field theory on the boundary of three-dimensional asymptotic anti-de Sitter spaces which appear as near horizon geometry of D-brane bound states is discussed. It is sho…