Home
Forms Library
On transformations of functional-differential equations - dml

On transformations of functional-differential equations - dml 2025

On transformations of functional-differential equations - dml Preview on Page 1

See details

4 out of 5

48 votes

The document discusses transformations of functional-differential equations, particularly focusing on the application of Schröder's equation to equations with a deviating argument. It establishes conditions for transforming such equations into a canonical form that facilitates the analysis of their oscillatory and asymptotic properties. The paper also explores cases where the deviating argument has fixed points and provides theorems regarding the transformation process, emphasizing the importance of these transformations in understanding the behavior of solutions.

Here's how it works

01. Edit your form online

Type text, add images, blackout confidential details, add comments, highlights and more.

02. Sign it in a few clicks

Draw your signature, type it, upload its image, or use your mobile device as a signature pad.

03. Share your form with others

Send it via email, link, or fax. You can also download it, export it or print it out.

How to use or fill out On transformations of functional-differential equations - dml with our platform

Ease of Setup

DocHub User Ratings on G2

Ease of Use

DocHub User Ratings on G2

Click ‘Get Form’ to open it in the editor.
Begin by reviewing the abstract section, which outlines the key concepts and transformations discussed in the document. This will provide context for filling out any related fields.
Navigate to the introduction and notation section. Here, you may need to input specific notations or definitions relevant to your work on functional-differential equations.
Proceed to fill out any equations or conditions mentioned in the document. Use our platform's text editing tools to ensure clarity and precision in your entries.
If applicable, utilize the signature feature for any required approvals or validations within your document workflow.

Start using our platform today for free to streamline your document editing and form completion!

be ready to get more

Complete this form in 5 minutes or less

Get form

Got questions?

We have answers to the most popular questions from our customers. If you can't find an answer to your question, please contact us.

Can mathematica solve differential equations?

Mathematica features two functions for solving ODEs: DSolve and NDSolve. DSolve is used when the user wishes to find the general function or functions which solve the differential equation, and NDSolve is used when the user has an initial condition.

What is the differential transform method for differential equations?

The differential transform method obtains an analytical solution in the form of a polynomial. It is different from the traditional high order Taylors series method, which requires symbolic competition of the necessary derivatives of the data functions.

What are functional differential equations?

Roughly speaking, a functional differential equation, or FDE, is a differential equation for which x(t) depends not only on x(t) but also on the past history of the function s x(s) for ⩽ t . A precise formulation will be given later.

Are differential equations easy for JEE?

Differential Equations is a vital chapter in the JEE Mains 2025 syllabus. Questions from this topic often require a deep understanding of both theory and problem-solving techniques. Its one of the tough topics in Math for IIT JEE Mains, but with the right preparation, you can master it and score well in the exam.