The course of applied mathematics offered by in-service graduate students in shijiazhuang tiedao university is an important bridge linking mathematics with natural sciences, engineering technology, information, management, economy, finance, society and humanities. The thinking method of applied mathematics plays a very important role in the emergence and development of these fields. This major includes: soliton theory in mathematical physics and its related finite-dimensional and infinite-dimensional integrable systems; Research and application of stochastic model in reliability mathematics: bifurcation and chaos of nonlinear dynamic system and its engineering application: iterative problem of nonlinear functional and nonlinear equation and its application; Combinatorial mathematics and data mining; Algebraic topology and its application.
Shijiazhuang tiedao university has a strong faculty of postgraduate applied mathematics, including doctoral supervisor 1 person, 8 professors, associate professors 165438 and doctors 13. Among them, experts who enjoy special government allowance 1 person, 2 national excellent teachers, young experts with outstanding contributions from the Ministry of Railways 1 person, provincial May 1st Labor Medal 1 person, first prize of teaching achievement in Hebei Province 1 person, and third prize of teaching achievement in Hebei Province 1 person. In recent years, the scientific research achievements of this major have been remarkable. Participated in the "863 Program", presided over 7 National Natural Science Foundations and 3 Natural Science Foundations of Hebei Province, and the papers were included in SCI and ei 137.
Shijiazhuang tiedao university was awarded the Master of Science degree in applied mathematics for in-service graduate students. The specialized courses offered mainly include: Introduction to Soliton, Qualitative Theory of Ordinary Differential Equations, Reliability Mathematics, Fixed Point and Its Application, Probability Density Evolution Method, Inverse Scattering Transform, Combinatorial Design, Homology Algebra, Analysis Method in Chaos Research, Variational Method, Selected Lectures on Hamilton Method, Nonlinear Functional Analysis, Random Operation Research, Nonlinear Dynamical System, Information System and Knowledge Discovery, Algebraic Topology.
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