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Let (Q, F,P) be a probability space and let (B, t0) be a standard Brownian motion. 1. Let t0 (a) Prove that {, t0}
Let (Q, F,P) be a probability space and let (B, t0) be a standard Brownian motion. 1. Let t0 (a) Prove that {, t0} is a Brownian motion. (b) Is the stochastic process Y, SB, +2 a Brownian motion? 2. Let 0 s Question 9 What are the two schools of thought regarding appellate decision making? 0/1 p legal model of decision making and attitudinal model of decision making attitudinal model of decision making and deliberative model of decision making deliberative model of decision making and intuitive model of decision making intuitive model of decision making and therapeutic jurisprudence decision making. Question 10 1/1 Spring 2018 ECE 103 Engineering Programming Primary Exercise In some lasers, the monochromatic light beam within the system has a Gaussian intensity (irradiance) profile (Figure 1). This occurs when the electromagnetic radiation's transverse electric and magnetic fields are described by a Gaussian function. Reference: https://en.wikipedia.org/wiki/Gaussian beam aniplitude (300 A Intensity (WIN) Figure 1: Gaussian intensity profile! Interestingly, the physics states that the gaussian beam will have a minimum "waist" wo and then i diverge due to diffraction (Figure 2). 95) Figure 2: Ganian beam width w function of the distance z along the beam's axis Chator: Defob
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