'First derivative' presentation slideshows

Kondo Physics from a Quantum Information Perspective

Kondo Physics from a Quantum Information Perspective. Pasquale Sodano International Institute of Physics, Natal, Brazil. Sougato Bose UCL (UK). Henrik Johannesson Gothenburg (Sweden). Abolfazl Bayat UCL (UK). References. An order parameter for impurity systems at quantum criticality

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Digital Filters

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Finite Difference Discretization of Elliptic Equations: FD Formulas and Multidimensional Prblems

Finite Difference Discretization of Elliptic Equations: FD Formulas and Multidimensional Prblems. Lecture 4. Finite Difference Formulas Problem Definition. Given distinct points. , find the weights such. that. is of optimal order of accuracy.

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Maxima and Minima of Functions

Maxima and Minima of Functions. Maxima and minima of functions occur where there is a change from increasing to decreasing, or vice versa. Maxima and Minima of Functions. Maxima and minima of functions occur where there is a change from increasing to decreasing, or vice versa. 4. -3.

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Bond Arithmetic

Bond Arithmetic. Adapted version with the permission of Dr. Gunther Hahn, CFA. Frankfurt, January 2013. Overview. Discounting and the time travelling machine ( compounding vs. discounting ) Value of a Bond ( pricing formula ) Special Bonds ( Zero Coupon, Consol, Floater )

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B.2.1 - Graphical Differentiation

B.2.1 - Graphical Differentiation. Calculus - Santowski. Lesson Objectives. 1. Given the equation of a function, graph it and then make conjectures about the relationship between the derivative function and the original function 2. From a function, sketch its derivative

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Constructing a Cone with an Optimized Volume

Constructing a Cone with an Optimized Volume . By Mr. E Calculus (year 2003). b. The Materials Needed. Poster Board Compass Protractor Scizzors Ruler Tape Staples Colored Pencils Calculator Computer. Procedure.

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P1 Chapter 12 & 15

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The Second Derivative

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Search-Based Agents

Search-Based Agents. Appropriate in Static Environments where a model of the agent is known and the environment allows prediction of the effects of actions evaluation of goals or utilities of predicted states

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Power, Sum, and Difference Rules, Higher-Order Derivatives

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Central Divided Difference

Central Divided Difference. Major: All Engineering Majors Authors: Autar Kaw, Sri Harsha Garapati http://numericalmethods.eng.usf.edu Numerical Methods for STEM undergraduates. Definition. . . y. Slope at . f(x). x. Central Divided Difference. Example. Example :

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Mean Shift For Tracking

Mean Shift For Tracking. CS 663, Ajit Rajwade Based on a paper by Comaniciu , Ramesh and Meer. Problem statement. Ask user to mark out a region of interest (ROI) in the first frame of a video. Track the movement of the ROI in all subsequent frames of the video automatically.

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9.1 Parametric Curves 9.2 Calculus with Parametric Curves

9.1 Parametric Curves 9.2 Calculus with Parametric Curves. We can do this by writing equations for the x and y coordinates in terms of a third variable (usually t or ). There are times when we need to describe motion (or a curve) that is not a function. These are called

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Lengths and Surface Areas of Polar Curves

Lengths and Surface Areas of Polar Curves. Section 10.6b. Length of a Polar Curve. Start with a parametrization of , :. Length of a parametric curve (from Section 10.1):. Inside the square root:. Length of a Polar Curve.

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3.6 Curve sketching

3.6 Curve sketching. Steps. Determine intercepts, asymptotes Find critical values and points of inflection Determine intervals of increase and decrease Determine relative extrema. Analyze and sketch. Analyze and sketch . Answer I. Determine intercepts. Answer II. Determine asymptotes.

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Miss Battaglia AP Calculus AB/BC

3.3 Increasing and Decreasing and the First Derivative Test Objective: Determine intervalues in which a function is increasing or decreasing and apply the First Derivative Test. Miss Battaglia AP Calculus AB/BC. Increasing and Decreasing Functions.

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2010 FREE RESPONSE QUESTION 6 Velocity and Acceleration

2010 FREE RESPONSE QUESTION 6 Velocity and Acceleration. Prepared by: Etjen Vincani. Two particles move along the x-axis, for 0<t<6, the position of Particle P at time t is given by P(t)=2cos(Pi/4t) while the position of Particle R at time t is given by R(t)=t^3-6t^2+9t+3.

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Sugar measurements in soybeans using Near Infrared Spectroscopy

Sugar measurements in soybeans using Near Infrared Spectroscopy. Lidia Esteve Agelet Term project for the coursework AE 569. ,. Results No significant differences in calibrations from different instruments or treatment of data.

290 views • 1 slides