1983 Professor Wang put forward the semi-analytical function theory for the first time in the world, and 1988 put forward and systematically established the * * * yoke analytical function theory for the first time. These two theories have been successfully applied to electric field, magnetic field, fluid mechanics, elasticity and other fields. These two theories have been cited and developed by many experts and scholars, resulting in the emergence of a series of new branches of mathematics, such as bianalytic functions, polyharmonic functions, multi-analytic functions (k-order analytic functions), semi-bianalytic functions, semi-yoke analytic functions and corresponding boundary value problems, differential equations and integral equations, and this development momentum is strong and unstoppable. This is an unprecedented large-scale original work of China scholars on mathematics in the developing world.
Professor wang's semi-analytic function. * * * Yoke's analytic function theory and its influence include: the popularization and development of analytic functions initiated by world mathematicians such as Cauchy Riemann and Wilstras Gauss Euler; Almost all mathematicians of 18, 19 and even the 20th century left their footprints in the field of analytic functions.
References:
China Expert Technology Network.
2. Semi-analytic function and * * * yoke analytic function. Beijing University of Technology Press 1988.
3. mathematician Baidu encyclopedia.
Mathematicians search encyclopedia.
5. Interactive Encyclopedia of Mathematicians.
6. Mathematicians Celebrity Information Network.
seven
Some mathematicians introduced Baidu Library.
8. A mathematician introduced Douding. com。
9.ki.net/kns/brief/default_result.aspx Search-China HowNet.
10./, Xinhua Abstracts 1987, No.3, p. 18 1, the latest scientific and technological discovery in the world in recent years, 16 is the first scientific and technological item, and Wang proposed: semi-analytical function theory.
13. Science and Technology Daily /jbsj/, 1987, June 10, the first edition, Wang proposed a new theory of semi-analytic functions, which provided a general method for studying general complex functions that analytic functions could not solve.
14. People's Daily. 1946-20031990-August: Young teachers of School of Economics and Management of Beijing Union University recently published a book, Semi-analytic Function. * * * Yoke analytic function ",and put forward a new theory of semi-analytic function.
Interpretation: Semi-analytic function. * * * yoke analytic function theory; Calculus is a special case of analytic function, and analytic function is a special case of semi-analytic function; * * * Yoke analytic function and analytic function are sisters, and * * * Yoke analytic function is more intuitive than analytic function in application.
As a symbol, the * * yoke has existed for a long time, but as a * * * yoke of analytic function class, it was first put forward by Professor Wang in the world. Anyone who has studied complex variable function knows that the derivative and integral of complex variable function are derived by imitating the derivative and integral form of real variable function. The value of analytic function lies in its application in electric field, magnetic field, fluid mechanics and elasticity. But after careful investigation, all the above applications are direct applications of * * * yoke analytic functions, not analytic functions. * * * Yoke derivatives. * * * Yoke integral has clear physical and mechanical direct significance (analytic function does not). Only at this point can Professor Wang make everyone in western mathematics weak.
* * * Yoke analytic function is a function that is completely symmetrical to analytic function, which makes complex variable function perfect. As we all know, symmetry is the universal beauty of science. In addition, due to the introduction of * * * yoke analytic function, different combinations of analytic function and * * * yoke analytic function form a series of new mathematical branches, such as multi-tone sum function, double analytic function, multi-analytic function, etc ... and the corresponding differential equation and integral equation. This is Professor Wang's great contribution to world mathematics.