Jean-Paul Marmorat

most citedNudelman interpolation, parametrizations of lossless functions and balanced realizations

10 citations · 10 across the 2 of their papers we have counts for

collaborators

2 papers

cs.LG2024

A new Linear Time Bi-level $ℓ_{1, \infty}$ projection ; Application to the sparsification of auto-encoders neural networks

Michel Barlaud, Guillaume Perez, Jean-Paul Marmorat

The $ℓ_{1, \infty}$ norm is an efficient-structured projection, but the complexity of the best algorithm is, unfortunately, $O (nm lo g (nm))$ for a matrix $n\t…

math.OC2010★ 10 cited

Nudelman interpolation, parametrizations of lossless functions and balanced realizations

Jean-Paul Marmorat, Martine Olivi

We investigate the parametrization issue for discrete-time stable all-pass multivariable systems by means of a Schur algorithm involving a Nudelman interpolation condition. A recur…

A new Linear Time Bi-level ℓ1,∞​ projection ; Application to the sparsification of auto-encoders neural networks

Nudelman interpolation, parametrizations of lossless functions and balanced realizations

A new Linear Time Bi-level $ℓ_{1, \infty}$ projection ; Application to the sparsification of auto-encoders neural networks