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| 003 | Systems |
| 004 | Data processing (computer science) |
| 510 | Mathematics |
| 512 | Algebra |
| 513 | Arithmetic |
| 514 | Topology |
| 515 | Analysis |
| 515.7 | Functional analysis |
| 516 | Geometry |
| 518 | Numerical analysis |
| 519 | Probabilities and applied mathematics |
| 519.5 | Statistical mathematics |
| 530 | Physics |
| 530.15 | Mathematical physics |
| 620 | Engineering |
Algebraic geometry 516.35
Algebraic number theory 512.74
Analytic number theory 512.73
Biomathematics 574.0151
Boundary value problems 515.35
C*-algebras 512.556
Calculus 515
Calculus of variations 515.64
Category theory 512.62
Chaotic systems 003.857
Complex analysis 515.9
Computer mathematics 004.0151
Differential & integral geometry 516.36
Differential equations 515.35
Differential operators 515.7242
Discrete mathematics 511.1
Dynamical systems 515.352
Engineering mathematics 510.2462
Euclidean geometry 516.2
Finite fields 512.74
Finite groups 512.23
Finite mathematics 511.1
Fourier analysis 515.2433
Fractals 514.742
Fuzzy sets 511.3223
Galois theory 512.32
Genetic algorithms 006.31
Global analysis 514.74
Groups and group theory 512.2
Hamiltonian systems 515.39
Harmonic analysis 515.2433
Hilbert Space 515.733
History of mathematics 510.9
Homological algebra 512.64
Integraton 515.43
Knot theory 514.2242
K-theory, Algebraic 512.66
K-theory, Topological 514.23
Nonlinear differential equations 515.355
Numerical methods 518
Numerical methods in engineering 620.001518
Ordinary differential equations 515.352
Partial differential equations 515.353
Proof theory 511.36
Recursive functions 511.35
Riemann surfaces 515.93
Riemannian geometry 516.373
Rings 512.4
Vector analysis 515.6
Vector spaces 512.52
Wavelets 515.2433
Introduction to Probability Theory: a first course on the measure-theoretic approach by 
Advanced Differential Equations by 
Explorations in Numerical Analysis: Python edition by 