Section 2.4 Limits and Continuity - Maple Application Center
Application Center Applications Section 2.4 Limits and Continuity

Section 2.4 Limits and Continuity

Authors
: Dr. John Mathews
Engineering software solutions from Maplesoft
This Application runs in Maple. Don't have Maple? No problem!
 Try Maple free for 15 days!
Let u = u(x, y) be a real-valued function of the two real variables x and y . Recall that u has the u[0] as (x, y ) approaches (x[0], y[0] ) provided that the value of u(x, y) can be made to get as close as we please to the value u(x[0], y[0]) by taking (x, y ) to be sufficiently close to (x[0], y[0] ).

Application Details

Publish Date: October 01, 2003
Created In: Maple V
Language: English

Tags

relativity

More Like This

Section 1.5 The Algebra of Complex Numbers, Revisited
Section 1.1 The Origin of Complex Numbers
2
Section 2.3 The Mappings w = z^n and w = z^`1/n`
Section 1.3 The Geometry of Complex Numbers
Section 2.1 Functions of a Complex Variable
Section 1.4 The Geometry of Complex Numbers, Continued
Section 2.2 Transformations and Linear Mappings
Section 1.2 The Algebra of Complex Numbers
Section 1.6 The Topology of Complex Numbers
Section 2.6 The Reciprocal Transformation w = 1/z
Section 2.5 Branches of Functions
Section 3.1 Differentiable Functions