Partial Differential Equations

Partial differential equation (PDE) is an equation in which there are partial differential terms, which in mathematics are defined as a relationship that connects an unknown function, which is a function of several independent variables, with their derivatives through variables referred to. PDP is used to formulate and solve problems involving unknown functions, which are formed by several variables, such as sound and heat propagation, electrostatics, electrodynamics, fluid flow, elasticity, or more generally all kinds of processes that are distributed in space, or distributed in time and space. Sometimes some very different physical problems have mathematical formulations that are similar to each other

APP FEATURES

****************************

For you, why is this "Partial Differential Equations" application for all the other applications on the market? . Here are the features that make this application better than all Partial Differential Equations applications:

- Responsive and easy to navigate.

- More complete material

- Easy access to key issues in Partial Differential Equations.

- Search functionality helps you search terms easily

- Fast and lightweight application

- PDF form that is easy to read and clear

We continue to work hard to make this application improved and more valuable to you. Please send us an email for any questions / proposals / difficulties. If you like any feature of this application, don't forget to rate us on the play store.