MathType is the world’s leading equation editor powered by @wiris_science.

Joined December 2008
2,808 Photos and videos
The #binomial distribution was first studied in the context of games of pure chance, and it's now widely used to analyze data in many fields. It models the number of successes when performing n trials of an experiment with a probability of success p. #MathType #math #mathfacts
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The #binomial distribution was first studied in the context of games of pure chance, and it's now widely used to analyze data in many fields. It models the number of successes when performing n trials of an experiment with a probability of success p. #MathType #math #mathfacts
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🤩Are you excited for the FIFA World Cup? We definitely are, but not only because of our love for the beautiful game, but also because the math behind football can be so interesting and exciting. Check this thread to discover how football outcomes can be predicted with math👀
Replying to @wiris_science
These models help us understand what is most likely to happen. But that's the beauty of football: the most likely outcome doesn't always win. An underdog can lift the trophy. A low-probability shot can become the goal everyone remembers. ⭐
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A group is an abstract mathematical structure consisting of a set with an inner operation. Groups are used in geometry to represent symmetry phenomena, which gives rise to numerous applications. #MathType #math #mathematics #mathematical #mathematician #mathproblems #mathfacts
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The Uncertainty Principle reveals a fundamental limit to quantum reality: it proves we cannot simultaneously know both the precise position and the exact momentum of a subatomic particle; did you know the universe is fundamentally blurry? #Math #Physics #QuantumMechanics
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Before modern symbols took over, Frege's notation used a two-dimensional system of lines to represent negation and implication, laying the structural groundwork for computer science. Have you seen this before this logic syntax? #Math #Mathematics #Logic #Philosophy #MathType
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The Fundamental Theorem of Arithmetic defines the DNA of numbers: it proves every integer greater than 1 is either a prime or a completely unique product of primes. Did you know that primes construct the entire number universe? #Math #Mathematics #NumberTheory #STEM #MathType
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The Laurent series goes where standard power series cannot: by utilizing both positive and negative powers, it allows us to analyze complex functions in the circular zones directly surrounding singular points. #Math #Mathematics #Calculus #STEM #MathType #ComplexAnalysis
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The Euler Even Zeta Formula connects integers to circles: it evaluates the Riemann zeta function at even powers, famously solving the Basel problem by proving the sum of reciprocal squares equals exactly pi squared over 6. #Math #Mathematics #Calculus #NumberTheory #MathType
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Angular momentum maps the physics of rotation by tracking a spinning mass using the cross product of position and velocity vectors; have you ever explored the math of spinning systems? #Math #Mathematics #Physics #STEM #MathType #DidYouKnow #ClassicalMechanics
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The Gamow factor calculates the quantum probability of nuclear fusion: by modeling how particles tunnel through electrostatic barriers, it bridges abstract quantum mechanics with stellar astrophysics. Did you know quantum tunneling powers the sun? #Math #Physics #MathType
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The Trisectrix of Maclaurin solves an ancient puzzle: this cubic curve allows for the exact trisection of angles, translating historical geometry into elegant equations. Have you explored this curve before? #Math #Mathematics #Geometry #STEM #MathType
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The Rouché-Frobenius Theorem simplifies linear systems: by comparing the rank of a coefficient matrix to its augmented counterpart, it instantly reveals if a solution exists. Have you used this matrix shortcut? #Math #Mathematics #Geometry #STEM #MathType #LinearAlgebra
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Cake numbers reveal spatial limits: they find the max regions created by slicing a cube with $n$ planes, using binomial coefficients to map how 3D complexity grows; how many pieces can you create with just four slices? #Math #Mathematics #Geometry #Combinatorics #MathType
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Adjacency matrices map a network's DNA: by turning connections into a grid of ones and zeros, they translate abstract graphs into calculable data for social algorithms and engineering; have you seen the matrices behind your networks? #Math #GraphTheory #STEM #MathType
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MathType retweeted
💜 Today is International Women in Mathematics Day! Today, we highlight the Matilda Effect and the barriers many brilliant women had to overcome to have their work recognized, despite changing STEM forever. ✨ Let’s build a future where every contribution in STEM is recognized.
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Riemann Integrals turn complex curves into simple sums: by slicing the area under a function into infinitely thin rectangles, we bridge the gap between discrete segments to reveal the exact area. Have you ever explored the math of the infinite? #Math #Calculus #STEM #MathType
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Kissing numbers capture a deceptively simple idea: how many identical spheres can touch a central one without overlapping. Have you ever explored higher-dimensional geometry or seen this problem before? #Math #Mathematics #Geometry #STEM #MathType #DidYouKnow
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In probability theory, the rule of succession serves as a tool for estimating underlying probabilities, especially in scenarios where there are few observations or events that have not been observed to occur at all in (finite) sample data. #MathType #math #mathfacts
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✨ Happy Star Wars Day! We're celebrating such a special day with a beautiful formula! Note: consider that the mass of the system is constant through time 😉 🚀 May the Math be with you today #StarWarsDay #MayThe4th #STEM #Physics #Wiris
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