photo

Nicolas Ayotte


Université Laval

Last seen: environ 3 ans il y a Actif depuis 2014

Followers: 0   Following: 0

Message

I am a finishing Ph.D. candidate who has been doing research for five years in Integrated Photonics on all aspects of device creation from modeling, simulation and CAD design to fabrication and experimental testing. I have a lot of experience in the conception of complex integrated Bragg gratings in SOI. Specialties: Telecommunications, Bragg gratings, Silicon Photonics, Semiconductors, Silicon-On-Insulator, Coupled-Mode Theory, Fiber Lasers, Matlab programming, C++/ C# programming, LAPACK, BLAS, Lumerical FDTD Solutions, Lumerical Mode Solutions Professional Interests: integrated photonics, silicon photonics, simulations

Statistiques

File Exchange

3 Fichiers

RANG
N/A
of 301 275

RÉPUTATION
N/A

CONTRIBUTIONS
0 Questions
0 Réponses

ACCEPTATION DE VOS RÉPONSES
0.00%

VOTES REÇUS
0

RANG
3 118 of 21 216

RÉPUTATION
527

CLASSEMENT MOYEN
5.00

CONTRIBUTIONS
3 Fichiers

TÉLÉCHARGEMENTS
17

ALL TIME TÉLÉCHARGEMENTS
5025

RANG

of 173 777

CONTRIBUTIONS
0 Problèmes
0 Solutions

SCORE
0

NOMBRE DE BADGES
0

CONTRIBUTIONS
0 Publications

CONTRIBUTIONS
0 Public Chaîne

CLASSEMENT MOYEN

CONTRIBUTIONS
0 Point fort

NOMBRE MOYEN DE LIKES

  • Personal Best Downloads Level 2
  • First Review
  • 5-Star Galaxy Level 3
  • GitHub Submissions Level 1
  • First Submission

Afficher les badges

Feeds

Afficher par

A soumis


nicolasayotte/MatlabGDSPhotonicsToolbox
A library of functions to facilitate the design of Photonics Integrated Circuits GDS layouts

plus de 11 ans il y a | 15 téléchargements |

5.0 / 5
Thumbnail

A soumis


Cumulative Matrix Multiplication
This function takes a matrix A(n,n,m) and calculates the cumulative matrix product B(n,n)

environ 12 ans il y a | 1 téléchargement |

0.0 / 5

A soumis


Cumulative 2x2 Complex Matrix Multiplication
This takes a 2x2xm matrix and calculates the cumulative matrix multiplication along the 3rd diim.

environ 12 ans il y a | 1 téléchargement |

0.0 / 5