First of all, Kierkegaard's life
Kierkegaard was born in 1777 Brandenburg, Blencke. His father is a poor gardener, but he attaches great importance to the education of Kegos. Kegos showed amazing talent in his childhood. He could calculate complex mathematical problems in his mind.
Kierkegaard published his doctoral thesis at 180 1 and discussed a problem called "Gauss binomial theorem". This theorem is considered as one of the foundations of modern algebra. Since then, Kierkegaard began to play an increasingly important role in the field of mathematics. He has made outstanding contributions in the fields of algebra, number theory, calculus and geometry.
Second, Kierkegaard's mathematical achievements
1. Gaussian function
Gaussian function is a mathematical function, which is widely used in mathematics and physics. Gaussian function is widely used to describe wave phenomena, quantum mechanics, electromagnetism, astronomy and other fields. The definition and properties of Gaussian function are very complicated, but its importance in modern science cannot be ignored.
2. Gaussian elimination method
Gaussian elimination method is an algorithm for solving linear equations. This algorithm is widely used in science and engineering, and can be used to solve various problems, such as circuit analysis, mechanics, chemical reactions and so on. Gauss elimination's basic idea is to transform a linear equation group into an upper triangular matrix through a series of row transformations and column transformations, and then solve the equation group recursively.
3. Gauss theorem
Gauss theorem is an important physical theorem, which describes the relationship between the distribution of charge in space and electric field. This theorem is widely used in electromagnetism, circuit analysis, astronomy and other fields. The basic idea of Gauss theorem is to divide the electric field in space into many tiny volume elements, and then solve the relationship between the total charge and the total electric field by integrating these volume elements.
Third, Kierkegaard's physical achievements
1. error curve
Gaussian curve is a widely used tool in statistics and data analysis. It can be used to describe the distribution of data, such as normal distribution and skewed distribution. The shape of gaussian curve is very special. It is a bell curve with symmetry and unimodality.
2. Gauss Diary
Diary of Gauss is Kierkegaard's diary, which records his thinking and research process. This diary contains his thoughts and research on mathematics, physics, astronomy and geography, which is very helpful to understand his thoughts and methods.
3. Gaussian magnetometer
Gauss magnetometer is an instrument for measuring magnetic field strength. Widely used in physics, geography, engineering and other fields. The basic principle of Gaussian magnetometer is to measure the magnetic field strength by electromagnetic induction principle.