Authors: (1) Michael Sorochan Armstrong, Computational Data Science (CoDaS) Lab in the Department of Signal Theory, Telematics, and Communications at the University of Granada; (2) Jose Carlos P´erez-Gir´on, part of the Interuniversity Institute for Research on the Earth System in Andalucia through the University of Granada; (3) Jos´e Camacho, Computational Data Science (CoDaS) Lab in the Department of Signal Theory, Telematics, and Communications at the University of Granada; (4) Regino Zamora, part of the Interuniversity Institute for Research on the Earth System in Andalucia through the University of Granada. Table of Links Abstract & Introduction Optimization of the Optical Interpolation Materials and Methods Results and Discussion Conclusion Appendix A: Proof of Hermitian Self-Adjoint product identity for Equidistant Time-Domain Measurements Appendix B: AAH ̸= MIN I in the Non-Equidistant Case Acknowledgments & References since it is obvious that when θ = 0, the only possible evaluation for z is 1, consider only when θ ̸= 0, which we can write as: to evaluate for z for some constant integer θ, consider the finite geometric series: This paper is under CC 4.0 license. available on arxiv

Exploring Advanced Time-Domain Measurement Techniques

Too Long; Didn't Read

People Mentioned

The Interpolation Publication

About Author

TOPICS

Languages

THIS ARTICLE WAS FEATURED IN...