We Are Teachers’ Post

I have recently attended the expert talk on "A DEEP DIVE INTO MATRIX ALGEBRA AND COMPUTATIONAL METHODS" it helped me to revise the topics of the matrix and I deeply understood the concepts...

The introduction video of our nearly ready to launch course of linear algebra tells you all what it will be about. Have a look! https://lnkd.in/euqd8v-9

The algebraic solution to π and the number ℮ - Geometric Maths Read more :https://lnkd.in/e_cbJkjW The numbers π and the number ℮ are considered to be transcendental in nature, as there is no algebraic root that can define these constants. Yet, by constructing a set of equations, we can understand something interesting about their relationship. #GeometricMath #Mathmatics #numbere #numbertheory #numbers #pi #in2infinity #davincischool #geometricuniverse #sacredgeometry #geometry #science #metaphysics #matrix #fractal #holographic

Our course of Linear Algebra in the Euclidean Plane is nearly ready for release. To help you wait, here is the introduction video lecture.

https://lnkd.in/eM3Bdsfk A rich account of major mathematical milestones, from the geometry of the Greeks through Newton’s calculus, and on to the laws of probability, symbolic logic, and the fourth dimension. #mathematics #mathematician #mathskills #math

Mathematical Structures: From Linear Algebra over Rings to Geometry with Sheaves is my sixth book for the October-December reading list. Browsing, I saw for the first time the notion of "naive category theory," just like "naive set theory," and also the category theory approach to mathematics called pattern recognition. In addition to the usual algebraic structures, the book also covers étale spaces, algebraic varieties, schemes, and manifolds, including tangent spaces and fiber bundles, differential forms, and integration — the prerequisites: basic real analysis and linear algebra.

We all know what a knot is. They’re what keep our shoes on our feet, boats from floating away from the dock, and mountain climbers from falling. However, these are not the same knots that mathematicians would reference in knot theory. In a mathematical knot, the free ends of the rope must be attached together to form a completely closed loop. When it is impossible to untangle a knot, it turns into a regular circle which is oftentimes called an “unknot”. Check out our latest article to learn more👇 #OnlineMathCenter

Firs paper is out on how to treat General Relativity with Geometric Algebra. Great insights! https://lnkd.in/djFJ2HsA

https://lnkd.in/eM3Bdsfk A rich account of major mathematical milestones, from the geometry of the Greeks through Newton’s calculus, and on to the laws of probability, symbolic logic, and the fourth dimension.

Do you know that the least square approximation we use to fit a linear/polynomial model in ML is highly connected to the vector projection on lower dimensional subspace. Read Chapter 4 in Linear Algebra book by Gilbart Strang.