Home›Mathematical Physics, Biology and Game Theory›All Mathematical Physics, Biology and Game TheoryBrowse ByAll Mathematical Physics, Biology and Game TheoryReference and ClassificationDevelopingNamed mathematical models built to describe a physical, biological or strategic system, studied here as the model itself rather than as the physics, biology or game it describes. Belongs here: the Ising Model, the lattice model of interacting magnetic spins that became the standard toy model for phase transitions and is studied today as a mathematical object independent of the ferromagnets that first motivated it. Does not belong here: the underlying physical, biological or game-theoretic subject matter itself, which is out of this atlas's own scope or belongs to a branch or concept entity rather than a named mathematical object; and purely probabilistic constructions with no physical, biological or game-theoretic motivation, such as the Normal Distribution or a Markov Chain, filed under Probability and Statistics above because that is the cluster their own live SubLabel places them in.FactsAll Mathematical Physics, Biology and Game TheorySourcesComments (0)Reader Challenges (0)FactsComparisonEra Of EmergenceWell-attested1687 1All Mathematical Physics, Biology and Game TheoryFilter Results65 entriesObject KindAllAlgebraic Structure (1)Equation (26)Functions (8)Geometric Shape (3)Mathematical Game (4)Mathematical Model (7)Mathematical Property (2)Operator (Mathematics) (1)BranchAllAlgebra (2)Analysis (1)Differential Equations (2)Dynamical Systems (2)Game Theory (6)Mathematical Biology (4)Mathematical Physics (22)Probability and Statistics (1)Origin EraAll1782 (1)1787 (1)1830 (1)1868 (1)1872 (1)1873 (1)1888 (1)1903 (1)1905 (1)1906 (1)1910 (1)1925 (1)1927 (1)1935 (2)1937 (1)1939 (1)1950 (1)1951 (1)1952 (1)1955 (1)1957 (1)1959 (1)1964 (1)1973 (1)1981 (1)1994 (1)1996 (1)1998 (1)Introduced ByAllAdrien-Marie Legendre (1)Andrey Kolmogorov (1)Augustin-Louis Cauchy (1)Hendrik Lorentz (1)Leonhard Euler (1)Ludwig Boltzmann (2)Melvin Dresher (1)Merrill M. Flood (1)Pierre-Simon Laplace (1)Stanislaw Ulam (1)Named AfterAllAugustin-Louis Cauchy (1)Leonhard Euler (1)Show ResultsBrowseCompareSelect all 50ADM FormalismMathematical Physics, Biology and Game TheoryAlcubierre DriveMathematical Physics, Biology and Game TheoryAntoine EquationMathematical Physics, Biology and Game TheoryAvrami EquationMathematical Physics, Biology and Game TheoryBarometric FormulaMathematical Physics, Biology and Game TheoryBlack BraneMathematical Physics, Biology and Game TheoryBoltzmann DistributionMathematical Physics, Biology and Game TheoryBoltzmann's Entropy FormulaMathematical Physics, Biology and Game TheoryBrillouin and Langevin FunctionsMathematical Physics, Biology and Game TheoryCauchy's EquationMathematical Physics, Biology and Game TheoryCompetitive Lotka-Volterra EquationsMathematical Physics, Biology and Game TheoryContinuity EquationMathematical Physics, Biology and Game TheoryCosmic Neutrino BackgroundMathematical Physics, Biology and Game TheoryDictator GameMathematical Physics, Biology and Game TheoryEmpty Fort StrategyMathematical Physics, Biology and Game TheoryErgun equationMathematical Physics, Biology and Game TheoryEuler's Equations (Rigid Body Dynamics)Mathematical Physics, Biology and Game TheoryFermi-Pasta-Ulam-Tsingou ProblemMathematical Physics, Biology and Game TheoryFisher equationMathematical Physics, Biology and Game TheoryFriedmann-Lemaitre-Robertson-Walker MetricMathematical Physics, Biology and Game TheoryGeneralized Lotka-Volterra EquationMathematical Physics, Biology and Game TheoryHammett equationMathematical Physics, Biology and Game TheoryHawk-Dove GameMathematical Physics, Biology and Game TheoryIron Law of WagesMathematical Physics, Biology and Game TheoryIsing ModelMathematical Physics, Biology and Game TheoryJarzynski EqualityMathematical Physics, Biology and Game TheoryJerk (Physics)Mathematical Physics, Biology and Game TheoryKerr-Newman metricMathematical Physics, Biology and Game TheoryKirchhoff's Diffraction FormulaMathematical Physics, Biology and Game TheoryKoide FormulaMathematical Physics, Biology and Game TheoryKubo FormulaMathematical Physics, Biology and Game TheoryKuramoto ModelMathematical Physics, Biology and Game TheoryLegendre TransformationMathematical Physics, Biology and Game TheoryLennard-Jones PotentialMathematical Physics, Biology and Game TheoryLindbladianMathematical Physics, Biology and Game TheoryLinearized gravityMathematical Physics, Biology and Game TheoryLink BudgetMathematical Physics, Biology and Game TheoryLondon equationsMathematical Physics, Biology and Game TheoryLorentz FactorMathematical Physics, Biology and Game TheoryLotka-Volterra EquationsMathematical Physics, Biology and Game TheoryMass MatrixMathematical Physics, Biology and Game TheoryMathematical Universe HypothesisMathematical Physics, Biology and Game TheoryPotts ModelMathematical Physics, Biology and Game TheoryPrice equationMathematical Physics, Biology and Game TheoryPrisoner's DilemmaMathematical Physics, Biology and Game TheoryRayleigh Dissipation FunctionMathematical Physics, Biology and Game TheoryReplica TrickMathematical Physics, Biology and Game TheoryReplicator EquationMathematical Physics, Biology and Game TheoryScalar FieldMathematical Physics, Biology and Game TheorySEIR ModelMathematical Physics, Biology and Game Theory12Next →Sources1. Mathematical Physics (Wikipedia)tier 2Wikimedia FoundationNewtonian and post-Newtonian physicsQuote, Newtonian and post-Newtonian physicsNewton's theory of motion, culminating in his Philosophiæ Naturalis Principia Mathematica (Mathematical Principles of Natural Philosophy) in 1687, modeled three Galilean laws of motion along with Newton's law of universal gravitation on a framework of absolute space-hypothesized by Newton as a physically real entity of Euclidean geometric structure extending infinitely in all directions-while presuming absolute time, supposedly justifying knowledge of absolute motion, the object's motion with respect to absolute space.View the SourceComments (0)No comments yet. Be the first to share a thought.Sign in to join the discussion.Reader Challenges (0)No disputes yet. Spotted an error or a better source? Open the first one.Sign in to dispute this or suggest a correction.