'Constant times' diaporamas de présentation

On Time Versus Input Size

On Time Versus Input Size. t ime. # of bits. How to add 2 n-bit numbers. * *. * *. * *. * *. * *. * *. * *. * *. * *. * *. * *. +. How to add 2 n-bit numbers. * *. * *. * *. * *. * *. * *. * *. * *. * *. * * *. * * * . +. How to add 2 n-bit numbers. * *. * *. * *.

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Creating a new market

Creating a new market. Financial Feasibility. Two Financial Statements Sources and Uses Project Pro Forma. Upstairs development starts with a good business plan. Construction Costs

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Did The Universe Create Itself?

Did The Universe Create Itself?. But First, A Little Bit About Me. Don Johnson Resident of New Haven, CT for 4+ years, before that most of my adult life in Southern California. BA in Math, minor in physics, but have long ago forgotten what I learned.

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Inverse Theory

Inverse Theory. CIDER seismology lecture IV July 14, 2014 Mark Panning, University of Florida. Outline. The basics (forward and inverse, linear and non-linear) Classic discrete, linear approach Resolution, error, and null spaces Thinking more probabilistically

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Slopes and Areas

Slopes and Areas. Frequently we will want to know the slope of a curve at some point. Or an area under a curve. We calculate slope as the change in height of a curve during some small change in horizontal position: i.e. rise over run.

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Means, variations and the effect of adding and multiplying

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Paraguay

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Scientific Measurement

Scientific Measurement. Scientific Notation. Very often in science it is sometimes necessary to use very large or very small numbers. Writing out very long or small numbers can be quite cumbersome so an alternative called scientific notation is used.

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Formal Definition of Antiderivative and Indefinite Integral

Formal Definition of Antiderivative and Indefinite Integral. Lesson 5-3. Back in chapter 1 we were given an outline of the topics of Calculus: Limits Derivatives One Type of Integral (definite integral) the Other Integral. Definite Integral .

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Algorithms analysis and design

Algorithms analysis and design. BY Lecturer: Aisha Dawood. Asymptotic notation. The notations we use to describe the asymptotic running time of an algorithm are defined in terms of functions whose domains are the set of natural numbers N = { 0 , 1, 2,... }.

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Introduction to statistics

Introduction to statistics. Averages and variances. Statistical independence. Frequency P. 1. 2. 3. 4. 5. 6. x (# dots). Distributions. 25. 23. 22. 15. 0.25. Frequency P. 0.23. 0.22. 8. 5. 0.15. 0.08. 1. 2. 3. 4. 5. 6. 0.05. x (# dots). Statistics. 0.25.

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Many Problems are Hard

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SPECIAL FORMULA FOR SPC

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Isaac Newton in Physics

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Chapter 7

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The Limit Theorems

The Limit Theorems. Limit of a Constant Function. If f(x)=k , where k is a constant, then Example: f(x)=4 Find the limit as x approaches 3. Limit of the Identity Function. If f(x)=x, then Example: f(x)=x Find the limit as x approaches 3. Limit of a Constant Times a Function.

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SUMMATION NOTATION

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