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20112019
most citedThe Omega Counter, a Frequency Counter Based on the Linear Regression

4 citations · 11 across the 11 of their papers we have counts for

collaborators

11 papers

math.AP2019

A two-dimensional electrostatic model of interdigitated comb drive in longitudinal mode

Antonio Gaudiello, Michel Lenczner

A periodic homogenization model of the electrostatic equation is constructed for a comb drive with a large number of fingers and whose mode of operation is in-plane and longitudina…

cs.LO2019

Unification and combination of iterative insertion strategies with rudimentary traversals and failure

Walid Belkhir, Nicolas Ratier, Duy Duc Nguyen Michel Lenczner

We introduce a new class of extensions of terms that consists in navigation strategies and insertion of contexts. We introduce an operation of combination on this class which is as…

cs.LO2019

Unification and combination of a class of traversal strategies made with pattern matching and fixed-points

Walid Belkhir, Nicolas Ratier, Duy Duc Nguyen +1

Motivated by an ongoing project on computer aided derivation of asymptotic models governed by partial differential equations, we introduce a class of term transformations that cons…

physics.ins-det2015★ 4 cited

The Omega Counter, a Frequency Counter Based on the Linear Regression

E. Rubiola, M. Lenczner, P. -Y. Bourgeois +1

This article introduces the Ω counter, a frequency counter -- or a frequency-to-digital converter, in a different jargon -- based on the Linear Regression (LR) algorithm on time st…

physics.data-an2015★ 1 cited

The Parabolic variance (PVAR), a wavelet variance based on least-square fit

F. Vernotte, M. Lenczner, P. -Y. Bourgeois +1

This article introduces the Parabolic Variance (PVAR), a wavelet variance similar to the Allan variance, based on the Linear Regression (LR) of phase data. The companion article ar…

math.AP2013

Homogenization of the one-dimensional wave equation

Thi Trang Nguyen, Michel Lenczner, Matthieu Brassart

We present a method for two-scale model derivation of the periodic homogenization of the one-dimensional wave equation in a bounded domain. It allows for analyzing the oscillations…