'Continuous function' diaporamas de présentation

TECHNIQUES OF INTEGRATION

7. TECHNIQUES OF INTEGRATION. TECHNIQUES OF INTEGRATION. In defining a definite integral , we dealt with a function f defined on a finite interval [ a , b ] and we assumed that f does not have an infinite discontinuity (Section 5.2). TECHNIQUES OF INTEGRATION.

997 views • 80 slides

Dr. Wang Xingbo Fall ? 2005

Mathematical & Mechanical Method in Mechanical Engineering. Dr. Wang Xingbo Fall ? 2005. Mathematical & Mechanical Method in Mechanical Engineering. An Introduction to Manifolds. Review of Topology Concepts of manifolds. Mathematical & Mechanical Method in Mechanical Engineering.

790 views • 66 slides

CS 445 / 645 Introduction to Computer Graphics

CS 445 / 645 Introduction to Computer Graphics. Lecture 18 Antialiasing. Environment Mapping. Used to model a object that reflects surrounding textures to the eye Polished sphere reflects walls and ceiling textures Cyborg in Terminator 2 reflects flaming destruction

577 views • 34 slides

Right Hand Side (Independent) Variables

Right Hand Side (Independent) Variables. Ciaran S. Phibbs. Independent Variables. Regression models make several assumptions about the independent variables The purpose of this talk is to examine some of the more common problems, and some methods of fixing them

446 views • 33 slides

Fast Fourier Transform

Fast Fourier Transform. A bunch of smart people. Outline (hopefully). Finite discrete signals Linear shift-invariant filters Impulse responses Circular convolutions Discrete Fourier Transform The Fast Fourier Transform. Continuous signals. Finite signals.

687 views • 33 slides

Section 4.3 Riemann Sums and The Definite Integral

Section 4.3 Riemann Sums and The Definite Integral. Area under a curve. The other day we found the area under a curve by dividing that area up into equal intervals (rectangles of equal width).

885 views • 27 slides

Integration of irrational functions

Integration of irrational functions. Rational substitution is the usual way to integrate them. Ex. Evaluate Sol. Let then . Example. Ex. Evaluate Sol. Strategy for integration. First of all, remember basic integration formulae.

1.04k views • 26 slides

Radiation Heat Transfer

601 views • 24 slides

6. One-Dimensional Continuous Groups

6. One-Dimensional Continuous Groups. 6.1 The Rotation Group SO(2) 6.2 The Generator of SO(2) 6.3 Irreducible Representations of SO(2) 6.4 Invariant Integration Measure, Orthonormality and Completeness Relations 6.5 Multi-Valued Representations

372 views • 22 slides

445 views • 21 slides

AOSS 321, Winter 2009 Earth System Dynamics Lecture 4 1/20/2009

417 views • 19 slides

Lower Envelopes

421 views • 18 slides

The Fundamental Group

The Fundamental Group. Sam Kitchin. Definitions. A path is a continuous function over the interval [0,1] in a space X A loop is a path that starts and ends at the same point, x 0 , called the base point of the loop. Examples of Loops. Homotopy.

524 views • 16 slides

Math Bridging Course Tutorial 3

Math Bridging Course Tutorial 3. Chris TC Wong 30/8/2012 1/9/2012. Review on Maximum and Minimum Concept. Do you know what does it mean to be bigger/smaller? Introduction to Metric: is a function satisfying some conditions: d( x,y )=0 ? x=y

302 views • 13 slides

2.3 continuity

2.3 continuity. Definition: Continuity At A Point. Interior point: a function is continuous at an interior point c of its domain if . Endpoint: a function is continuous at a left endpoint a or is continuous at a right endpoint b of its domain if or respectively.

378 views • 12 slides

2.3 Continuity

2.3 Continuity. Photo by Vickie Kelly, 2002. Greg Kelly, Hanford High School, Richland, Washington. Grand Canyon, Arizona. 2. 1. 1. 2. 3. 4.

379 views • 10 slides

Ch 6.5: Impulse Functions

Ch 6.5: Impulse Functions . In some applications, it is necessary to deal with phenomena of an impulsive nature.

342 views • 10 slides

Sequences

311 views • 10 slides

Ch 6.5: Impulse Functions

Ch 6.5: Impulse Functions . In some applications, it is necessary to deal with phenomena of an impulsive nature.

267 views • 10 slides

2-3 continuity

349 views • 6 slides