Areas of interest
- Elementary Mathematics
- Probability and Statistics. Machine learning.
- Algebraic structures
מרצה בקורסי מתמטיקה.
קורסי: אלגברה לינארית ; חדו א ; יסודות לוגיקה
דוקטורט בגאומטריה אלגברית.
מילי מפתח למחקר הנוכחי:
Sparse learning in signal theory.
Algorithms in random signal processing.
Academic:
PhD from Paris University (Denis Diderot). Topic: Poncelet curves and moduli of semi-stable sheaves on the projective plane.
Have taught in many colleges in Israel.
Shifted to random signal processing during the years 2010's.
Personal:
Married, two children.
My research is on random signal processing, especially Sparse Learning methods in the field.
Keywords: LASSO. ECG signals. Mean Shift Algorithm.
1. T. Trigano, Y.Sepulcre, Data-driven Parameter Selection for Activity Estimation in Nuclear Spectroscopy, in Signal Processing, 151, 99-106, Oct. 2018, https://doi.org/10.1016/j.sigpro.2018.05.006
2. T. Trigano, Y.Sepulcre, Y.Ritov, Sparse Reconstruction Algorithm for Nonhomogeneous Counting Rate Estimation, in IEEE Transactions in Signal Processing 65(2), 372-385, 2017
3. T. Trigano, I.Gildin and Y.Sepulcre: Pile-up Correction Using an Iterated Sparse Reconstruction Method, in IEEE Signal Processing Letters 22(9), 1392-1395, 2015
4. Y.Sepulcre, T.Trigano, and Y.Ritov, Sparse Regression Algorithm for Counting Rate Estimation in Gamma Spectrometry, in IEEE Transactions in Signal Processing 61(17), 4347-4359, 2013
5. Y. Sepulcre, J.Y. Kaminski, Using discriminant curves for surface recovering in the complex 4-dimensional projective space from two generic linear projections, in ISSAC International Conference on Algebraic and Symbolic Computation in Computer science, 6 pages, 2011.