What are the contributions of mathematicians?

Euler: The embodiment of analysis, a mathematical hero, contribution: Introduction to Infinitesimal Analysis

Archimedes: God of Mathematics, Contribution: The first use of the limit method to calculate the area of a surface figure Newton: Contribution: Calculus.

Gauss: Prince of Mathematics, Contribution: Complex Numbers, Least Squares.

The father of non-Euclidean geometry - Lobachevsky.

The father of functional analysis - Banach.

The father of Fourier analysis - Fourier.

The father of modern differential geometry - Chern Shiingshen.

The father of fractal geometry – Mandebro.

The father of analytic geometry - Descartes.

Mathematical achievementsMany of the research results of ancient Chinese arithmetic contain some later Western mathematical ideas and methods, and some modern mathematical research results are named after Chinese mathematicians. Here are some of the most important contributions of modern Chinese mathematicians.

Li Shanlan's research results in series summation are named "Li Shanlan's identity". Hua Luogeng's research results on complete trigonometric sums are called "Fahrenheit's theorem"; In addition, he and Wang Yuan proposed a method for approximating multiple integrals, which is called the "Hua-Wang method".

Fan 1, Newton (mid-17th century): The most remarkable contribution was the creation of calculus. 2. Euler:

The greatest mathematician of the 18th century. At the age of six, he asked the great mathematician of the time, John Bay, to make efforts. pioneered topology; Euler was one of the most prolific and brilliant mathematicians in the history of science.

Taylor: Taylor's theorem, any function can be reduced to f(x)=a+bx+cx 2+dx 3+......

Laplace: The Laplace transform converts ordinary differential equations into general equations.

Fourier (not a mathematician): The Fourier transform can turn any function into the sum of sinusoidal functions of individual frequencies, which is the basis of contemporary communication technology.

Newton, Leibniz: Founding Calculus.

Euler: Euler's formula e (i*pi)+1=0 connects the five most important constants in mathematics, pi, the imaginary unit i, and the base number e of natural logarithms in the simplest way, which is the basis of Fourier transform and Laplace change; Analytic geometry was created, combining algebra and geometry.

1. Johann Carl Friedrich Gauss.

1) Gauss famously told the story of how he calculated the task assigned by the elementary school teacher in a very short time: summing the natural numbers from 1 to 100.

The method he used was to sum 50 pairs of numbers constructed into a sum of 101 (1+100, 2+99, 3+98......).At the same time, the result is obtained: 5050.

This year, Gauss was 9 years old.

2) In his first famous work "Arithmetic Research", he made the proof of the quadratic mutual reciprocal law, which became an important basis for the continued development of number theory. In the first chapter of this work, the concept of the congruence theorem of triangles is derived.

2. Fibonacci.

1) The Fibonacci sequence has two other interesting properties.

The square of any term in the Fibonacci sequence is equal to the product of the two terms adjacent to it plus 1 or minus 1;

Take any four adjacent Fibonacci numbers, and the product of the middle two numbers (inner product) and the product of the two numbers on both sides (outer product) are 1 apart.

3. Pythagoras.

The Pythagoreans believed that "1" was the first principle of number, the mother of all things, and wisdom; "2" is the principle of opposition and negation, is opinion; "3" is the form and form of all things; "4" is justice, a symbol of the creator of the universe; "5" is odd and even, male and female and combined, also marriage; "6" is the life of God, the soul; "7" is an opportunity; "8" is harmony, but also love and friendship; "9" is rational and powerful; "10" encompasses all numbers, is perfect and beautiful.

Pythagorean theorem (Pythagorean theorem).

There are many mathematicians who have contributed immensely to the development of mathematics. Here are some of the mathematicians who have had a significant impact on mathematics throughout history:

Aristotle: Ancient Greek philosopher and scientist who made important contributions to logic and formal reasoning, laying the foundations of logic and formal science.

Pythagoras: Ancient Greek mathematician, he proposed the Pythagoras theorem and pioneered the development of geometry.

Euclid (Euclid): Ancient Greek mathematician, author of the book "Geometry Originals", which systematically summarized the basic principles and reasoning methods of ancient Greek geometry.

Archimedes: Ancient Greek mathematician and physicist who made important contributions to both mathematics and physics, studying buoyancy, the principle of levers, etc.

Carl Friedrich Gauss: German mathematician, known as"The king of mathematics"He has contributed to almost all areas of mathematics, including number theory, algebra, geometry, probability theory, etc.

Isaac Newton and Gottfried Wilhelm Leibniz: independently invented calculus and laid the foundation for modern calculus.

Augustin-Louis Cauchy: French mathematician who made important contributions to analysis and mathematical analysis methods, proposing Cauchy sequences and Cauchy convergence criteria.

Henri Poincaré: French mathematician who made important contributions to topology and dynamical system theory, and pioneered the development of topology.

Escher: Dutch artist who combined mathematics with art to create many famous graphics and patterns.

Évariste Galois: French mathematician who pioneered the Galois theory and had a major influence on algebra and number theory.

This is just a small group of mathematicians who have made significant contributions to mathematics, and there are many other prominent figures in the field of mathematics, each with a unique contribution in a different field.

Solve unsolved problems and discover new patterns. And then on that basis, continue to ask new questions and solve problems. Increase the integrity of the discipline framework and broaden the boundaries and breadth of the discipline.

The wonderful thing about a mathematician is not that of a mathematician. It lies in a group of mathematicians who love mathematics. They are a pure fondness for the subject.

The development of anything requires a group of pure people to devote themselves to this cause and settle down to do good things.

The development of the atomic and hydrogen bombs was achieved by such a group of people, pure people.

Archimedes: The God of Mathematics, Contribution to Leakage: The first time the area of a surface figure was calculated using the limit method.

Newton: Search Contribution: Calculus.

Gauss: Prince of Mathematics, Contribution: Complex Numbers, Least Squares.

The father of non-Euclidean geometry - Lobachevsky.

The father of functional analysis - Banach.

The father of Fourier analysis - Fourier.

The father of modern differential geometry - Chern Shiingshen.

The father of fractal geometry – Mandebro.

The father of analytic geometry - Descartes.

Mathematical achievementsMany of the research results of ancient Chinese arithmetic contain some later Western mathematical ideas and methods, and some modern mathematical research results are named after Chinese mathematicians. Here are some of the most important contributions of modern Chinese mathematicians.

Li Shanlan's research results in series summation have been named "Li Shanlan's identity". Hua Luogeng's research results on complete trigonometric sums are called "Fahrenheit's theorem"; In addition, he and Wang Yuan proposed a method for approximating multiple integrals, which is called the "Hua-Wang method".

Mathematical research is not only about understanding and collating known results, but also about creating new mathematical results and theories. Many people misunderstand.

Mathematics is a field that has been studied, in fact, mathematics.

There are still many unknown areas and unsolved problems on the socks, and there have always been.

A large number of new mathematical results have been published. Some of these mathematical results are:

New mathematical knowledge, some of which are new ways of applying. So mental arithmetic.

A family or abacus cannot be considered a mathematician, and a mathematician may not be able to.

Enough to make all kinds of calculations quickly. Engaged in math-related work.

People who are not engaged in mathematical research, such as teaching and popular science, can be called "digital scholars" in a broad sense.

It is generally believed that the earliest mathematician in history was the ancient Greeks.

of Thales.