In contrast with classic mathematical analysis that relies on ancient magical rites and overidealized relations, mathematical problems arising from the theory of micro- and nanoflows require more real logical constructions such as investigations of functions in anisotropic and nonregular spaces, analysis of superslow processes, research of new boundary problems for solutions and almost solutions of nonlinear partial differential equations, and others.

The material has been presented in a simplified manner, hence, it would be comprehensible for young mathematicians who are in the beginning of their scientific career. The book features a number of unsolved problems.

More information about the author of the book and his works is available on www.Miklyukov.com, www.Uchimsya.info, www.Gorynych.com, and www.SuperslowProcesses.com.

In contrast with classic mathematical analysis that relies on ancient magical rites and overidealized relations, mathematical problems arising from the theory of micro- and nanoflows require more real logical constructions such as investigations of functions in anisotropic and nonregular spaces, analysis of superslow processes, research of new boundary problems for solutions and almost solutions of nonlinear partial differential equations, and others.

The material has been presented in a simplified manner, hence, it would be comprehensible for young mathematicians who are in the beginning of their scientific career. The book features a number of unsolved problems.

More information about the author of the book and his works is available on www.Miklyukov.com, www.Uchimsya.info, www.Gorynych.com, and www.SuperslowProcesses.com.