'Log 1' diaporamas de présentation

Some Fractals and Fractal Dimensions

Some Fractals and Fractal Dimensions. The Cantor set: we take a line segment, and remove the middle third. For each remaining piece, we again remove the middle third, and continue indefinitely.

784 views • 54 slides

Some Fractals and Fractal Dimensions

Some Fractals and Fractal Dimensions. The Cantor set: we take a line segment, and remove the middle third. For each remaining piece, we again remove the middle third, and continue indefinitely.

742 views • 54 slides

Sketching in Adversarial Environments Or Sublinearity and Cryptography

Sketching in Adversarial Environments Or Sublinearity and Cryptography. Moni Naor. Joint work with: Ilya Mironov and Gil Segev. Comparing Streams. How to compare data streams without storing them?. S A. S B. Step 1: Compress data on-line into sketches

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5.1

5.1. LOGARITHMS AND THEIR PROPERTIES. What is a Logarithm?. If x is a positive number, log x is the exponent of 10 that gives x . In other words, if y = log x then 10 y = x. Logarithms to Exponents. Example 1 Rewrite the following statements using exponents instead of logs.

536 views • 34 slides

Logarithmic Functions

Logarithmic Functions. Done by: Jihan Haya Fatma Laila Maryam Moodey. Main points. History Why do we care Definition of logarithm Common logarithm Laws of logarithm Changing the base Graphing logarithmic function. History. Logarithms were invented independently by John Napier, a

934 views • 32 slides

One-Pass Wavelet Decompositions of Data Streams

One-Pass Wavelet Decompositions of Data Streams. TKDE May 2002 Anna C. Gilbert,Yannis Kotidis, S. Muthukrishanan, Martin J. Strauss Presented by James Chan CSCI 599 Multidimensional Databases Fall 2003. Outline of Talk. Introduction Background Proposed Algorithm Experiments End Notes.

394 views • 31 slides

Matematika 1

CHAPTER 1. Akar, Pangkat dan Logaritma. Matematika 1. FOR SENIOR HIGH SCHOOL. A Eksponen. Pangkat Bulat Positif a. Definisi Pangkat Bulat Positif The positive integer exponent is a repeated multiplication of the same positive number. Example :

646 views • 28 slides

Tight Bounds for Unconditional Authentication Protocols in the

Tight Bounds for Unconditional Authentication Protocols in the. Manual Channel. and Shared Key. Model. s. Gil Segev. Moni Naor. Adam Smith. Weizmann Institute of Science Israel. Pairing of Wireless Devices. g x. Scenario: Buy a new wireless camera

349 views • 28 slides

Logarithmic function

Logarithmic function. Done By: Al-Hanoof Amna Dana Ghada. Logarithmic Function. Changing from Exponential to Logarithmic form. ( Ghada ) Graphing of Logarithmic Function.( Amna ) Common Logarithm.( Ghada ) Natural Logarithm.( Ghada ) Laws of Logarithmic Function. ( Dana )

483 views • 28 slides

Chapter 1 Introduction

Chapter 1 Introduction. Goals. Why the choice of algorithms is so critical when dealing with large inputs Basic mathematical background Review of Recursion Review of basic C++ concepts. Selection Problem. Find the k th -largest number from a group of N numbers

329 views • 24 slides

Shengyu Zhang The Chinese University of Hong Kong

On the power of lower bound techniques for 1-way quantum communication complexity. Shengyu Zhang The Chinese University of Hong Kong. Algorithms. Circuit lb. Streaming Algorithms. Info. theory. Quantum Computing. Communication Complexity.

351 views • 23 slides

Randomness Conductors

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Fast Moment Estimation in Data Streams in Optimal Space

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Bruce Mayer, PE Registered Electrical & Mechanical Engineer BMayer@ChabotCollege

Engineering 45. MT2 Exam Review. Bruce Mayer, PE Registered Electrical & Mechanical Engineer BMayer@ChabotCollege.edu. Paper Creep. Paper Creep. Find a LINEAR equation, ? (t), that approximates the creep of paper over 1-100 minutes.

266 views • 20 slides

5-Minute Check on Activity 5-9

5-Minute Check on Activity 5-9. Using the exponential regression function in your calculator to two-decimal places of accuracy: Determine the regression equation for the following data: Use that regression equation to predict what y(6) =

281 views • 16 slides

Chapter 17 Additional Aspects of Aqueous Equilibria

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3.3 Logarithmic Functions and Their Graphs

3.3 Logarithmic Functions and Their Graphs. The inverse of y = b x is y = log b x. Logarithmic Functions. log b 1 = 0 because b 0 = 1 ex) log 9 1 = log b b = 1 because b 1 = b ex) log 3 3 = log b b y = y because b y = b y ex) log 4 4 2 =

361 views • 12 slides

or Log jam at 65 Dudley Road

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Iterated functions systems (IFS)

A contraction on the plane R 2 is a map f:R 2 ? R 2 with the property that there exist a number r such that for any pair of points X, Y in R 2 , distance(f(X),f(Y))<r. distance(X,Y). The smallest r with such a property is called the contraction factor

162 views • 8 slides

Logarithms and Their Graphs

164 views • 7 slides