Limit of a Discontinuous Function : A Generalization for the Arbitrary Case

by Victor Lvovich Porton

The concept of limit is generalized for arbitrary (discontinuous) functions. ("The limit of discontinuous function does not exist.", but we can make it to exist like as 16th century mathematicians introduced "non-existing" root of -1.) Now it becomes obvious to define the derivative of an arbitrary function and integral of an arbitrary function, etc. Defined operations on such limits and defined non-differentiable and even "singular" solutions of...

• Format: Paperback
• Language: English
• ISBN: 171280930X
• ISBN13: 9781712809303
• Release Date: November 2019
• Publisher: Independently Published
• Length: 37 Pages
• Weight: 0.20 lbs.
• Dimensions: 0.1" x 5.1" x 7.8"