zbMATH — the first resource for mathematics

Mathematics Subject Classification – MSC2010

78-XX

Optics, electromagnetic theory [For quantum optics, see 81V80] 37596

78-00

General reference works (handbooks, dictionaries, bibliographies, etc.) 23

78-01

Instructional exposition (textbooks, tutorial papers, etc.) 415

78-02

Research exposition (monographs, survey articles) 478

78-03

Historical (must also be assigned at least one classification number from Section 01) 358

78-04

Explicit machine computation and programs (not the theory of computation or programming) 216

78-05

Experimental work 191

78-06

Proceedings, conferences, collections, etc. 318

78Axx

General 33602

78A02

Foundations 330

78A05

Geometric optics 1305

78A10

Physical optics 1006

78A15

Electron optics 291

78A20

Space charge waves 75

78A25

Electromagnetic theory, general 5577

78A30

Electro- and magnetostatics 2254

78A35

Motion of charged particles 2383

78A37

Ion traps 219

78A40

Waves and radiation 4307

78A45

Diffraction, scattering [See also 34E20 for WKB methods] 5521

78A46

Inverse scattering problems 1507

78A48

Composite media; random media 990

78A50

Antennas, wave-guides 3702

78A55

Technical applications 3953

78A57

Electrochemistry 203

78A60

Lasers, masers, optical bistability, nonlinear optics [See also 81V80] 3883

78A70

Biological applications [See also 91D30, 92C30] 764

78A97

Mathematically heuristic optics and electromagnetic theory (must also be assigned at least one other classification number in this section) 90

78A99

Miscellaneous topics 483

78Mxx

Basic methods 8290

78M05

Method of moments 400

78M10

Finite element methods 2422

78M12

Finite volume methods, finite integration techniques 94

78M15

Boundary element methods 728

78M16

Multipole methods 117

78M20

Finite difference methods 1296

78M22

Spectral methods 129

78M25

Other numerical methods 2292

78M30

Variational methods 310

78M31

Monte Carlo methods 76

78M32

Neural and heuristic methods 31

78M34

Model reduction 75

78M35

Asymptotic analysis 310

78M40

Homogenization 160

78M50

Optimization 709

78M99

None of the above, but in this section 165

Overview

General mathematics

History and biography

Mathematical logic and foundations

Combinatorics

Order, lattices, ordered algebraic structures

General algebraic systems

Number theory

Field theory and polynomials

Commutative algebra

Algebraic geometry

Linear and multilinear algebra; matrix theory

Associative rings and algebras

Nonassociative rings and algebras

Category theory, homological algebra

\(K\)-theory

Group theory and generalizations

Topological groups, Lie groups

Real functions

Measure and integration

Functions of a complex variable

Potential theory

Several complex variables and analytic spaces

Special functions

Ordinary differential equations

Partial differential equations

Dynamical systems and ergodic theory

Difference and functional equations

Sequences, series, summability

Approximation and expansions

Harmonic analysis on Euclidean spaces

Abstract harmonic analysis

Integral transforms, operational calculus

Integral equations

Functional analysis

Operator theory

Calculus of variations and optimal control; optimization

Geometry

Convex and discrete geometry

Differential geometry

General topology

Algebraic topology

Manifolds and cell complexes

Global analysis, analysis on manifolds

Probability theory and stochastic processes

Statistics

Numerical analysis

Computer science

Mechanics of particles and systems

Mechanics of deformable solids

Fluid mechanics

Optics, electromagnetic theory

Classical thermodynamics, heat transfer

Quantum Theory

Statistical mechanics, structure of matter

Relativity and gravitational theory

Astronomy and astrophysics

Geophysics

Operations research, mathematical programming

Game theory, economics, social and behavioral sciences

Biology and other natural sciences

Systems theory; control

Information and communication, circuits

Mathematics education

any	anywhere
cc	classification code
ct	classification text

a & b	logical and	abc*	right wildcard
a \| b	logical or	"ab c"	phrase
!ab	logical not	(ab c)	parentheses

zbMATH — the first resource for mathematics

Examples

Fields

Operators

Mathematics Subject Classification – MSC2010

Overview