'Implicit function' diaporamas de présentation

Calculus 2 Lecture

Calculus 2 Lecture. Review/Revision Limit Continuity Derivative Integral Applications of derivatives and integrals. Review/Revision. Quantifiers : Universal quantification (for all) Existential quantification (there exist). Universal quantification.

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Ch. 8 Comparative-Static Analysis of General-Function Models

Ch. 8 Comparative-Static Analysis of General-Function Models. 8.1 Differentials 8.2 Total Differentials 8.3 Rules of Differentials (I-VII) 8.4 Total Derivatives 8.5 Derivatives of Implicit Functions 8.6 Comparative Statics of General-Function Models

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Spectral surface reconstruction

Spectral surface reconstruction. Reporter: Lincong Fang 24th Sep, 2008. Point clouds. Surface reconstruction. Unorganized Unoriented (no oriented normals) Non-uniform, sparse sampling Possibly with noise. Applications. Computer Graphics Medical Imaging Computer-aided Design

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Reminder

Reminder . Midterm is two weeks from today (Oct 21 st !) Closed book, closed notes, no computers or calculators or electronic devices Will cover all material till then. . Overview. Why qualitative reasoning? Principles of qualitative representation and reasoning

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CAP6411 Computer Vision Systems Lecture 14

CAP6411 Computer Vision Systems Lecture 14. Alper Yilmaz Office: CSB 250 Email: yilmaz@cs.ucf.edu Web: http://www.cs.ucf.edu/courses/ cap6411/cap6411 /spring2006. Paper Presentations.

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Cellular Texture Generation

Cellular Texture Generation. We are interested in making images of surfaces covered with interacting geometry elements such as :. Scales Feathers Thorns. There are a few challenges in making images of these type :

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University of Nottingham

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Lecture 2 : Economics and Optimization

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PROGRAMME 7

PROGRAMME 7. DIFFERENTIATION. Programme 7: Differentiation. Standard derivatives Functions of a function Logarithmic differentiation Implicit functions Parametric equations. Programme 7: Differentiation. Standard derivatives Functions of a function Logarithmic differentiation

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Jacobean

Jacobean. Similarly for three variable u = f (r, ? , ? ) v = g (r, ? , ? ) w = h (r, ? , ? ). Q1: If x = r cos ? and y = r sin ? then find. Jacobean of implicit function. In this case.

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6.2 Integration by Substitution & Separable Differential Equations

6.2 Integration by Substitution & Separable Differential Equations. Greg Kelly Hanford High School Richland, Washington. M.L.King Jr. Birthplace, Atlanta, GA. Photo by Vickie Kelly, 2002.

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Do Now: #36 and 38 on p.322

Do Now: #36 and 38 on p.322. Evaluate. Do Now: #36 and 38 on p.322. Evaluate. Section 6.2b. Separation of Variables. Separable Differential Equations. A differential equation is separable. if can be expressed as a product of a function of.

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COMPUTER GRAPHICS

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Solving First-Order Differential Equations

Solving First-Order Differential Equations. A first-order Diff. Eq. In x and y is separable if it can be written so that all the y-terms are on one side and all the x-terms are on the other. First-Order Differential Equations.

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Separable Differential Equations

Separable Differential Equations. Separable Differential Equations. A separable differential equation can be expressed as the product of a function of x and a function of y. Example:.

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Section 2.6 Implicit Differentiation

Section 2.6 Implicit Differentiation. Math 1231: Single-Variable Calculus. Implicit Function. The folium of Descartes, defined by x 3 + y 3 = 6 xy , cannot be EXPLICITLY written in the form of y = f ( x ). We say that y IMPLICITLY depends on x ;

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Implicit Functions

Implicit Functions. The equation y = mx + b is an explicit function y is considered the dependent variable x is the independent variable The equation f( x , y , m , b ) = 0 is an implicit function

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