What does FDDE mean in UNCLASSIFIED
Future Directions in Difference Equations (FDDE) is an international conference which focuses on presenting the latest developments and advancements in the field of difference equations and their applications. The conference is hosted by various universities around the world, providing a platform for researchers and scholars to share their work and open up new avenues of research. FDDE offers a forum for the exchange of ideas, theories, methods, and experiences among researchers who are engaged in this broad field.
FDDE meaning in Unclassified in Miscellaneous
FDDE mostly used in an acronym Unclassified in Category Miscellaneous that means Future Directions in Difference Equations
Shorthand: FDDE,
Full Form: Future Directions in Difference Equations
For more information of "Future Directions in Difference Equations", see the section below.
What is a Difference Equation?
A Difference Equation (DE) is a type of mathematical equation that describe how one expression changes with respect to another. It expresses the relation between terms at different points in time or space by describing how differences between them can be related by means of an equation - thus its name. Difference equations have wide applications in mathematics, physics, engineering and other scientific fields for solving diverse problems such as differential equations with boundary conditions or finding steady-state solutions from time-varying systems.
Future Directions in Difference Equations
The Future Directions in Difference Equations (FDDE) Conference series was launched to promote active research on difference equations along with its application areas. This series brings together leading researchers from academia and industry to present their breakthroughs, discuss current topics, identify new problems and solve existing ones through exchanging novel ideas and approaches. Through this platform experts are provided a platform to discuss future directions within this field while encouraging collaborations among others interested in advancing knowledge concerning difference equations.
Essential Questions and Answers on Future Directions in Difference Equations in "MISCELLANEOUS»UNFILED"
What is Future Directions in Difference Equations?
Future Directions in Difference Equations (FDDE) is a research journal that works to advance the understanding of difference equations and their applications in various disciplines. By providing a forum for the exchange of ideas between mathematicians, physicists, chemists, biologists, economists, and other specialists interested in this field, FDDE strives to promote research activities and studies related to difference equations.
What are some topics covered in FDDE?
FDDE covers wide-ranging topics related to difference equations and their applications across various scientific fields. Examples include algebraic properties of difference equations, numerical methods for solving difference equations, qualitative analysis of dynamical systems described by difference equations, boundary value problems for delay difference systems, and applications such as neuroscience or population dynamics.
Who are the editors for FDDE?
The current editors of FDDE are Professors Clarice Poon (University College London), Vladimir Sushko (University of Texas at Austin), Zoran Grujić (University of Belgrade) and Mihai Tohaneanu (Sharjah University). They strive to select papers that showcase original results that may stimulate further discussion or research on differential equation based topics.
What kind of content appears in each issue?
Each issue contains articles on different topics related to differential equation theory along with reviews and editorial comments designed to encourage new directions in research as well as collaborations with other fields. The content also includes short communications about specific accomplishments or observations related to differential equation theory over recent years.
What type of articles does FDDE accept for publication?
FDDE accepts original contributions that include significant knowledge advances concerning theoretical or methodological developments regarding difference equations from a variety of perspectives including mathematics, physics and engineering; advances concerning application areas where differential equation theory has relevance; applied problems that are supported by theoretical analysis; surveys in various areas; discussions about open problems; most types of expository material; book reviews; software review and comparison; simulations comparisons; etc. All submitted manuscripts must be written in English and adhere to the guidelines outlined by the journal.
How long should my manuscript be when submitting it through FDDE?
The maximum length for a submitted manuscript should not exceed 25 pages including illustrations, references and appendices. If you submit an article with more than 25 pages you will be asked to shorten it before final consideration can take place.
How long does it take before an article is published after submission?
After being submitted through the journal website, manuscripts typically go through an initial assessment process within two weeks. If accepted during this time-frame then there is three stage review process which can take up approximately 8 weeks from start to finish before publication decisions are made.
Is there any cost associated with submitting an article through FDDE?
Yes — there is a 50 euro processing fee which is payable upon submission via Paypal or credit card payment options on our website.
Final Words:
In conclusion, the Future Directions in Difference Equations (FDDE) conference provides an opportunity for researchers from both academia and industry to share their work while facilitating the development of innovative methods related to difference equations. By highlighting novel aspects of DEs' usage across disciplines, FDDE seeks to provide better solutions for advance mathematical problem solving techniques that are applicable across many areas including engineering, physics, computer science etc., proving itself invaluable when it comes to exploring new ideas within this field.