'Dirac delta' diaporamas de présentation

Chap.2 Signals and Spectra

Chap.2 Signals and Spectra. Object: mathematical tools to describe and analyze the signals Fourier series and transform Important function:Dirac delta function,rectangular function, periodic function and sinc function and their Fourier transforms

965 views • 61 slides

Quantum Mechanics from the Tombs

Quantum Mechanics from the Tombs. Peter Leung Feb. 16, 2011. Pre-20 th Century. Specific heat of diatomic gases: Discrete spectra: Angstrom (~ 1860). Max Planck (1858-1947). Planck: The Quantum Revolution. Planck U October 19, 1900 December 14, 1900

614 views • 37 slides

Strong Force, Quarkonium, and LIPS

387 views • 23 slides

Course Photo Review - I

Course Photo Review - I. PE 2008-2009 ERASMUS. Probability Theory - I. Probability Theory - II. Probability Theory - III. Probability Theory - IV. Probability Theory - V. Probability Theory - VI. Probability Theory - VII. Probability Theory - VIII. Law of Large Numbers.

367 views • 22 slides

Strong scale dependent bispectrum in the Starobinsky model of inflation

Strong scale dependent bispectrum in the Starobinsky model of inflation. ???????. EWHA WOMANS UNIVERSITY. Frederico Arroja. FA and M. Sasaki, JCAP 1208 (2012) 012 [arXiv:1204.6489 [astro-ph.CO]]. Thursday, 13 th of September of 2012. Outline. Introduction and Motivations.

294 views • 18 slides

Bayesian Learning VC Dimension

Bayesian Learning VC Dimension . Jahwan Kim 2000. 5. 24 AIPR Lab. CSD., KAIST. Contents. Bayesian learning General idea, & an example Parametric vs. nonparametric statistical inference Model capacity and generalizability Further readings. Bayesian learning.

335 views • 17 slides

Continuous-Time Fourier Transform

EE 313 Linear Systems and Signals Fall 2018. Continuous-Time Fourier Transform. Prof. Brian L. Evans Dept. of Electrical and Computer Engineering The University of Texas at Austin. Textbook: McClellan, Schafer & Yoder, Signal Processing First, 2003.

261 views • 15 slides

The Dirac Delta Function

The Dirac Delta Function. The Dirac delta or Dirac's delta is a mathematical construct introduced by theoretical physicist Paul Dirac. Informally, it is a generalized function representing an infinitely sharp peak bounding unit area: a

1.93k views • 5 slides