Books
- Pi with Hebrew and Metaphysics-Patrick Vickers & Mark LimMark Lim with co-author Patrick Vickers
Why bother with Pi ? Find out its origins and why it is so relevant to modern century and Covid-19
“And there is really a practical utility in puzzle-solving. Regular exercise is supposed to be as necessary for the brain as for the body, and in both cases it is not so much what we do as the doing of it from which we derive benefit.” writes Henry Dudeney on the Introduction of The Canterbury Puzzles.
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- The McGinty EquationUnifying Quantum Field Theory and Fractal Theory to Understand Subatomic Particle BehaviorChris McGinty
Beyond practical applications, the McGinty Equation underscores the beauty and elegance of physics, demonstrating how theoretical concepts can be used to solve complex problems and uncover new truths about the universe. Its potential applications extend beyond quantum mechanics and into other fields, such as biology, finance, and computer science.
- Algorithm for calculating the moment of inertia of polygonal formsSergio Adrian Martin
The author explains that is moment of inertia, how it could be calculated and shows the program in Python for poligonal shapes.
- Shepley Algorithm implemented in PythonSergio Adrian Martin
The author explanis the Shepley's method and how to implemented it with python.
- La règle de Cramer implémentée en PythonSergio Adrian Martin
L'auteur explique ce qu'est la règle de Cramer et comment l'utiliser pour résoudre des systèmes d'équations. Le code Python permettant d'appliquer cette méthode est également inclus.
- Cramer's Rule implemented in PythonSergio Adrian Martin
The author explains the Cramer's rule and how it is used to solve equations. It is included the souce program in Python to apply it.
- Regla de Cramer implementada en PythonSergio Adrian Martin
El autor explica como funciona la regla de Cramer para resolver ecuaciones y como usarla en Python.
- Sistema recursivo de evaluación de determinantes en PythonSergio Adrian Martin
El autor explica el método de la matriz adjunta, su recursividad y el código que correspondería en Python
- Curso de OctaveSergio Adrian Martin
El autor explica como usar Octave como alternativa a Matlab
- Algoritmo de Shepley implementado en PythonSergio Adrian Martin
El de Shepley es un método poco conocido para invertir matrices en el que se requiere de una sola matriz.
- Algoritmo de cálculo de momento de inercia de formas poligonalesSergio Adrian Martin
El autor explica que es el momento de inercia asociado a un área, la base matemática para su calculo y muestra el programa en Python para usarse en este caso.
- Procedimmiento para resolver ecuaciones simultaneas implementado en PythonSergio Adrian Martin
El autor explica el método de Gauss para resolver ecuaciones simultaneas y como implementarlo en Python.
- Centroid evaluation algorithm of a polygonal area implemented in pythonSergio Adrian Martin
The author explain how to calculate the centroid of a triangle, and how to extend it to an irregular polygon. It is included the program to do it using python language.
