Lecture 8

Jul 10, 2014

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Lecture 8. 17/11/11. Lexar: Study Questions. Evaluate Lexar’s choices and performance to date. What have they done right? Wrong? What opportunities for growth should Lexar pursue? Within Digital Photography Beyond Digital Photography. Lexar : Overview. Choosing Digital Photography:

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Lecture 8

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Lecture 8

Lecture 8. CAPM. CAPM as a Regression. • The CAPM puts structure –i.e., how investors form efficient portfolios- to Markowitz’s (1952) mean-variance optimization theory. • The CAPM assumes only one source of systematic risk: Market Risk. • Systematic risk: (1) Cannot be diversified

1.13k views • 40 slides

Lecture 8

Lecture 8. Perceived pitch of a pure tone Absolute pitch Midterm review. Instructor: David Kirkby (dkirkby@uci.edu). Miscellaneous. Results of homework #2: average score was 84%.

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Lecture 8

Lecture 8. Optical depth. Review: opacity. How does the intensity of radiation depend on opacity and distance travelled through a homogeneous medium? . Opacity ( k ) is a cross-section per unit mass (units m 2 /kg) of material for absorbing photons of a specific wavelength.

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Lecture 8

Lecture 8. Methanol. 1-Introduction:. Methanol is the simplest alcohol, and is a light, volatile (Less than petrol) , colorless, falmmable liquid with a distinctive odor very similar to, but slightly sweeter than, that of ethanol (drinking alcohol).

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Lecture #8

Lecture #8. Sensitivity Land + Nilsson ch3 end 2 /19/13. Topics for today. Challenges for high resolution Contrast Diffraction Low light levels Sensitivity. Vertebrate spatial frequencies: best case scenarios. Resolution problem #1) What if there is less contrast?. Contrast

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Lecture 8

Lecture 8. Presented By Dr. Shazzad Hosain Asst. Prof. EECS, NSU. What is Microcomputer?. Typical Microcomputer Architecture . The Microcomputer Bus. Address Bus Information transfer one direction, microprocessor to memory or I/O elements, so unidirectional bus

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Lecture 8

Lecture 8. Fourier Analysis. Aims: Fourier Theory: Description of waveforms in terms of a superposition of harmonic waves. Fourier series (periodic functions); Fourier transforms (aperiodic functions). Wavepackets Convolution convolution theorem. Fourier Theory.

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Lecture 8

Lecture 8. More mental gymnastics Tales from the history of science Popper’s “solution” to the problem of induction Which of two possible conclusions about scientific reasoning is Popper actually arguing for? Is either argument successful?.

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Lecture 8

Lecture 8. Titrations - II. Conc. H 2 SO 4 + catalyst. >300 o C. All N  NH 4 +. C CO 2. Kjeldahl digestion. H H 2 O. NH 3 + H + NH 4 +. NH 3 +H 2 O. If HCl:. Excess of H + can be titrated with NaOH. NaOH+NH 3. If boric acid:. HCl or H 3 BO 3.

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Lecture 8

Lecture 8. Customer Integrated Circuits. ASIC. (F)PLD. FPGA. PAL. Gate Array. Full Custom. Std Cell. SoC. SoPC. CPLD. PLD. ASIC = Application Specific Integrated Circuit Gate Array = Prefabricated wafer with logic+added interconnections (metal layers). Vol > 10k

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Lecture 8

Lecture 8. Monitoring of WWW operation. WWW monitoring plan. The objective of the plan is to monitor: The regularity of observations The quality of observational data and correct coding The completeness and timeliness of collection of observational data at NMCs

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LECTURE № 8

LECTURE № 8. CHILDBIRTH. B E HAVIOR OF THE WOMAN IN LABOR. Dr. Nagayeva S. FOREWORD. The outcome of labor depends from woman's behavior and management ability of a body and breath. The given lecture represents brief instruction to correct woman's behavior in childbirth.

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LECTURE 8

LECTURE 8. AOSC 434 AIR POLLUTION RUSSELL R. DICKERSON. RECAP: KINETICS. First Order A → Products N₂O₅ → NO₂ + NO₃ (1) Rate equation: Second Order A + B → Products NO + O₃ → NO₂ + O₂ (2) Rate equation: d[A]/dt = d[B]/dt = - k[A][B]. Third Order A + B + C → Products

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Lecture 8

Lecture 8. Shell Programming – Control Constructs COP 3353 Introduction to UNIX. Command Line Arguments Cont. $# contains the number of command line arguments. $@ will be replaced by a string containing the command line arguments Example script echo.sh #!/bin/sh

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Lecture 8

Lecture 8. Aggregate Expenditure and Equilibrium Output. CHAPTER OUTLINE. The Keynesian Theory of Consumption Other Determinants of Consumption Planned Investment ( I ) The Determination of Equilibrium Output (Income) The Saving/Investment Approach to Equilibrium Adjustment to Equilibrium

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Lecture 8

Lecture 8. Logistics Midterm 1 week from today in class. Closed book/closed notes Sample midterm linked in on calendar Review session Thursday Jan 29, 4:30. Location TBA Last lecture Verilog Last last lecture K-map examples K-map high dimension example Don’t cares Today

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Lecture 8

Lecture 8. Second Order Linear Differential Equations. Second Order Differential Equations. A second order differential equation is an equation involving the unknown function y , its derivatives y ' and y '', and the variable x :

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Lecture 8

Lecture 8. Processes and events Local and global states Time Causality and concurrent events Logical clocks Message delivery to processes Synchronous systems Asynchronous systems Monitoring models. Student presentation next week. Up to 5 minute presentations followed by discussions.

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Lecture 8

Lecture 8. Logistics Midterm 1 week from today Last lecture Verilog Last last lecture K-maps examples K-map high dimension example Don’t cares Today Don’t care (review) POS minimization with K-map Design examples with K-map. The “WHY” slide. Don’t cares

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