1 Problem set due - Friday March 1st, 5pm. Problem set 6 - Potential steps and spikes 1. To the edge of the cliff and back. A particle hitting the a wall (i.e. a potential jump) gets reflected in classical mechanics. In

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Math 416 Complex variables Problem Set 8 Due: November 5 in class 1. Find the Taylor series expansion of the following functions: (i) z cos(z 2 ) around the origin

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Math 416 Complex variables Solutions to Problem Set 6 1. Let C be the positively oriented circle |z| = 1, with parametric representation z = eiθ (0 ≤ θ ≤ 2π). and let m and n be integers. Then Z

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Pattern classification precedes region-average hemodynamic response in early visual cortex

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• Imaging
• Neuroscience
• Neuroimaging
• Magnetic resonance imaging
• Cognitive neuroscience
• Functional magnetic resonance imaging
• Data
• 3D computer graphics
• Voxel
• Test set
• Support vector machine
• Multiple comparisons problem

Math 416 Complex variables Problem Set 3 Due: September 24 in class 00

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Math 1120b – March 9, 2015 Homework 6, due 13 Mar. 1. Problem set 6

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Math 416 Complex variables Problem Set 11 Due: December 10 Do the following exercises from the text book: 1. Page 156, Question 6

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PRICING ON PATHS: A PTAS FOR THE HIGHWAY PROBLEM∗ FABRIZIO GRANDONI† AND THOMAS ROTHVO߇ Abstract. In the highway problem, we are given an n-edge path graph (the highway), and a set of paths (the drivers), each on

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1 Problem set due - Friday March 8th, 5pm. Problem set 7 - Bound states and angular momentum 1. Uneven well problem. Using the finite-Hilbert space technique, let us solve the uneven well problem. Consider a particle tra

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Math 416 Complex variables Problem Set 5 Due: September 15 in class 1.Evaluate the following integrals. R2

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