How to Integrate Multivalued Functions | Complex Analysis #20

How to Integrate Multivalued Functions in Complex Analysis. This is something you will need to know when you try to integrate improper real integrals by using complex analysis, which is a standard problem in most courses.

The video will include concepts as:
► Multivalued Function
► Branch Cuts
► Contour Integration
► Improper Real Integrals
► Cauchy's Residue Theorem

LINK TO COMPLEX ANALYSIS PLAYLIST
The Complete Guide to Complex Analysi...

LINK TO CANVAS
https://drive.google.com/file/d/1KSOw...

SUPPORT
Consider subscribing, liking, or leaving a comment, if you enjoyed the video or if it helped you understand the subject. It really helps me a lot.

TIMESTAMPS
00:00 - 00:20 Intro
00:20 - 01:20 Theory: Multivalued Functions
01:20 - 04:15 Theory: How to determine the integral of 1/(sqrt(x)(x+2))
04:15 - 12:53 Example: Determine the integral 1/(sqrt(x)(x+2))
12:53 - 13:35 Summary of the main points
13:35 - 13:54 Outro

SOCIAL
► Follow me on Youtube: http://bit.ly/1NQhPJ9
► Follow me on Twitter: Twitter: The_MathCoach

HASHTAGS
#TheMathCoach #ComplexAnalysis

• #education
• #themathcoach
• #complex_analysis
• #multivalued_function_complex_analysis
• #multivalued_functions
• #branch_cut_complex_analysis
• #residue_theorem
• #branch_point_complex_analysis
• #how_to_integrate_multivalued_function
• #how_to_integrate_multivalued_function_complex_analysis
• #cauchy_residue_theorem
• #cauchy_residue_theorem_contour_integral
• #contour_integral_multivalued_function
• #contour_integral_multivalued_function_complex_analysis
• #how_to_integrate_something_that_can_be_two_values