Multidimensional data analysis is an analysis approach that allows researchers and professionals to understand and extract information from data that has more than two dimensions or attributes. With it getting bigger...
Riemann's geometry is a branch of differential geometry that analyzes the properties of space equipped with Riemann's metric. It allows the measurement of distance, angle, and volume inside the arch space...
Projective geometry is a branch of geometry that studies the properties of geometric properties that remain unchanging beneath the projective transformation, which is a kind of transformation that maintains inmediation relationships (for example, the points that lie..
Singularity theory is a mathematical branch that studies the behavior of mathematical objects, like function or space, around points where they become "undefined" or experience sharp changes. In...
The maximum estimate theory of Lilihood Estimation is one of the most common and powerful approaches in statistics to estimate parameters of probability models. MLE used to determine parameter value...
The Fourier series is one of the most important tools in mathematical analysis used to study periodic functions. With a Fourier series, complex functions can be represented as an infinite number of...
The differential equation is one of the main tools in modifying natural phenomena and process of physics, such as fluid movement, population growth, and temperature change. However, many of these differential equations are difficult...
Fourier Inversion Theorem is one of the fundamental concepts in Fourier analysis, which has extensive applications in various areas of science and engineering, such as signal processing, physics, and control theories. Theorema...
Linear equations often appear in different disciplines, from physics, engineering, to economics. One of the main challenges in solving a large linear equation system is finding solutions...
