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'''Table of Contents'''
 
'''Table of Contents'''
  
[[1. Introduction to the Laplace Operator]]
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[[Introduction to the Laplace Operator|1. Introduction to the Laplace Operator]]
  
[[2. History of the Laplace Operator]]
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[[History of the Laplace Operator|2. History of the Laplace Operator]]
  
'''Introduction'''
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[[Laplace Operator Page 3 2020|3. History of the Laplace Operator]]
  
The Laplace Operator is an operator defined as the divergence of the gradient of a function.
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[[Laplace Operator Page 4 2020|4. History of the Laplace Operator]]
  
[[Image:laplaceoperatorgeneral.png]]
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[[Laplace Operator Page 5 2020|5. History of the Laplace Operator]]
  
<center><math>\nabla</math></center>
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[[Laplace Operator Page 6 2020|6. History of the Laplace Operator]]
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[[Laplace Operator Page 7 2020|7. History of the Laplace Operator]]
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[[Laplace Operator Page 8 2020|8. History of the Laplace Operator]]

Revision as of 20:41, 5 December 2020


The Laplace Operator

Timothy Fuller and Lukas Denney


Table of Contents

1. Introduction to the Laplace Operator

2. History of the Laplace Operator

3. History of the Laplace Operator

4. History of the Laplace Operator

5. History of the Laplace Operator

6. History of the Laplace Operator

7. History of the Laplace Operator

8. History of the Laplace Operator

Alumni Liaison

Correspondence Chess Grandmaster and Purdue Alumni

Prof. Dan Fleetwood