Mathematics is the foundation for everyday life as well as for various sciences. MatDeck’s functions have been specifically designed and implemented for mathematical fields. Multiple calculations can be done in a single document as well as on separate documents. Calculations can be incorporated in script language, to create a fast and powerful tool which can solve the most complex equations and tasks flawlessly with a few lines of code.
MatDeck has been designed to support both numerical and symbolical calculations. The symbolical subsystem has been created to completely embody symbolic mathematics, whilst still being able to use in completely natural ways without having to change the user’s notation habits.
Documents within MatDeck have been generated to combine multiple calculation and computation problems on one side and their visualisation on the opposite side. On this same document, the user can create extremely sophisticated and unique mathematical problems, as well as being able to describe and visually display them using mathematical notation, and parallelly respecting the most accepted conventions. Users have the choice to use mathematical functions in two modes: visual mode and textual mode. This ensures users, the ability to design and produce exceptional functional and visually error free documents.
The visualisation tools: 2D and 3D graphs, forms and GUI elements (a few examples out of the thousands provided by MatDeck) have all been designed to create and form visually constructive documents and calculation – which can be both exported and imported.
Fast Fourier Transformation (FFT) Functions
Fast Fourier Transformation -FFT functions are used by mathematicians throughout the world for solving differential equations, perform polynomial operations, analyse functions, conduct harmonic analysis, DSP, vibrations and more, making them a crucial part of the Mathematics world. With MatDeck, users have access to several FFT and inverse FFT functions without the need of years of programming experience. All our Fast Fourier Transformation functions are elegantly designed and allow user to achieve complex mathematical operations with only simple function arguments and easily understandable results. Learn more about FFT.
Fast Fourier Transformation (FFT) Toolboxes and Formula Templates
Our FFT Toolboxes and Formula Templates allow users to compute and execute various Fast Fourier Transformation (FFT) operations and functions without writing a single line of code. Our Fast Fourier Transformation Toolboxes provide users with simple-to-use graphical interfaces, enabling them to focus solely on their work. Formula Templates provide a similar experience by minimizing the necessary work, providing all the required code. Users only need to make a few adjustments to the numbers, eliminating the need to write any code. Learn more about Fast Fourier Transformation.
Please consider having a look at the following mathematical links:
- Algebra
- Complex numbers
- Constants
- Trigonometry
- 2D Graphs
- 3D Graphs
- Matrix decomposition
- Exponential and logarithm functions
- Polynomials
- Distributions
- Random numbers
- Angular units
- Curve fitting
- Derivatives
- Linear equations and systems
- Nonlinear equations and systems
- Differential equations
- Coordinate system conversion
- Artificial Intelligence