Why the Boundary of a Round Drop Becomes a Curve of Order Four

advanced search materials‎|advanced search members‎|search other libraries

Home

Communities

Learning Materials

Member Directory

My Profile

About Us


Material Detail	Become a Member \| Log In

Why the Boundary of a Round Drop Becomes a Curve of Order Four

Location:	Go to Material
Material Type:	Open Textbook
Technical Format:	PDF

Date Added to MERLOT:	April 28, 2010
Date Modified in MERLOT:	April 28, 2010
	[Report Broken Link For This Material]

Authors:	A. N. Varchenko American Mathematical Society
	P. I. Etingof American Mathematical Society

Submitter : Cathy Swift

Description:

This is a free, online book that was originally published as a university lecture series in 1992. Chapters include the following: 1. Mathematical model 2. First integrals of boundary motion 3. Algebraic solutions 4. Contraction of a gas bubble 5. Evolution of a multiply connected domain 6. Evolution with topological transformations 7. Contraction problem on surfaces.

ISBN 0-8218-3218-2 ULECT/3.E

Browse in Categories:

- Mathematics and Statistics / Mathematics

More information about this material:

Primary Audience: College Upper Division, Graduate School, Professional
Mobile Compatibility: Not specified at this time

Technical Requirements: Entire book can be downloaded or individual chapters

Language: English
Cost Involved: no
Source Code Available: unsure
Accessiblity Information Available: unsure
Copyright: yes
Creative Commons: no

About this material:

Peer Reviews (not reviewed)
Workflow status (Not triaged)
Comments (none)
Learning Exercises (none)
Personal Collections (none)
Accessibility Info (none)

Add your own:

Write a comment
Create a learning exercise
Add accessibility information

Add to a personal collection:

Report this as an Inappropriate Material

What's This?

--%>

Material Detail

Why the Boundary of a Round Drop Becomes a Curve of Order Four

About this material:

Add your own: