“subject of instruction”. another mathematician, named euclid, introduced the axiom, postulates, theorems and proofs, which are also used in today’s mathematics. history of mathematics has been an ancient study and is described by each part of the world, in a varying method. there were ...
Many universities and colleges allow students to use advanced graphical calculators for exams in math courses, including linear algebra, calculus and engineering. Having the appropriate calculator can prove to be a huge advantage in terms of getting the correct answer and saving time. Even if the h...
When and how the multivariate normal was defined using the Mahalanobis distance? Actually, the title says it all. While the multivariate normal distribution has its roots in the era of Gauss, the Mahalanobis distance, introduced in 1936, provides a very nice way to define it, as ... mathe...
Indeed, to understand the history of mathematics in Europe, it is necessary to know its history at least in ancient Mesopotamia and Egypt, in ancient Greece, and in Islamic civilization from the 9th to the 15th century. The way in which these civilizations influenced one another and the ...
Mathematics can be divided into many different areas, including algebra, arithmetic, calculus, geometry, statistics, trigonometry, and number theory. Each of these areas has its own concepts and techniques, and they can be applied in a wide range of fields, from physics and engineering to ...
Topology Enters Mathematics - MacTutor Math History Archives http://www-history.mcs.st-and.ac.uk/histor...athematics.html 文章阐述了从欧拉到 20 世纪早期,拓扑学发展成为数学分支学科的历史。 概率与统计>概率 Applied Probability and Stochastic Processes http://math.uc.edu/~brycw/probab/bo...
16.Mrityunjaya Yantra and the Golden Ratio: The Mrityunjaya Yantra, originating from the ancient Rig Veda, embodies life preservation. In its simplest form, it’s a five-pointed star. Consider the lengths of its lines: Longest line (XL) ...
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But in three dimensions, the simple equation 2 x 4 = 8 (four vertices on a tetrahedron and eight on a cube) works its subtle magic. Two tetrahedra inscribed in a cube Moreover, the intersection of these two tetrahedra is an octahedron. Magic! Well, not really. It all derives from 2 ...
This article on matrices talks about the basic concepts of matrices, how to properly solve different types of matrices, and the proper manner of presenting the answer. We also learned about equal matrices, addition, and subtraction of matrices as per the syllabus defined for Secondary 4 Mathemati...