Grand Unified Theory
By proving that the one-dimensional space is not valid, the grand unified theory was inadvertently discovered.
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- Mathematical logic, set theory, lattices and universal algebra
- Pure mathematics not elsewhere classified
- Real and complex functions (incl. several variables)
- Partial differential equations
- Ordinary differential equations, difference equations and dynamical systems
- Operator algebras and functional analysis
- Lie groups, harmonic and Fourier analysis
- Group theory and generalisations
- Combinatorics and discrete mathematics (excl. physical combinatorics)
- Category theory, k theory, homological algebra
- Algebraic and differential geometry
- Algebra and number theory
- Topology
- Mathematical aspects of classical mechanics, quantum mechanics and quantum information theory
- Mathematical aspects of general relativity
- Mathematical aspects of quantum and conformal field theory, quantum gravity and string theory
- Mathematical physics not elsewhere classified
- Statistical mechanics, physical combinatorics and mathematical aspects of condensed matter
- Applied mathematics not elsewhere classified
- Theoretical and applied mechanics
- Experimental mathematics
- Numerical analysis
- Numerical and computational mathematics not elsewhere classified
- Other mathematical sciences not elsewhere classified
- Large and complex data theory
- Spatial statistics
- Statistical theory
- Time series and spatial modelling
- Stochastic analysis and modelling
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