User:Locoder/Books/Helical Linked Magnetic Rings

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Helical Linked Magnetic Rings

Unified Approach

Basis: Skein relation; Matrix (mathematics); Degree of a polynomial; Multiplication; Complex number; Commutative property; Vector space; Polynomial ring; Abstract algebra; Set (mathematics); Group (mathematics); Associative property; Function composition; Isomorphism; Field (mathematics); Category (mathematics); Topological space; Category theory; Binary operation; Class (set theory); Map (mathematics); Identity (mathematics); Commutative diagram; Mathematical proof; Homological algebra; Inverse system; Direct limit; Inverse limit; Group homomorphism; Group isomorphism; Klein four-group; Exponential function; Quotient group; Dihedral group; Direct product of groups; Abelian group; Locally finite group; General linear group; Inner automorphism; Outer automorphism group; Linear map; Preadditive category; Concrete category; Unary operation; Continuous function; Bounded function; Operator theory; Bijection; Pseudoforest; Involution (mathematics); Adjoint representation of a Lie algebra; Frobenius endomorphism; Perfect field; Algebraically closed field; Quasi-finite field; Formal power series; Puiseux series; Local class field theory; Linear algebra; Ring (mathematics); Module (mathematics); Algebra over a field; Associative algebra; Lie algebra; Lattice (order); Boolean algebra (structure); Poincaré conjecture; Fundamental group; Algebraic number theory; Fermat's Last Theorem; Algebraic topology; Boson; Force carrier; Lie group; Gauge theory; Local symmetry; Magma (algebra); Semigroup; Monoid; Quasigroup; Set theory; Semilattice; Hypercube graph; Halved cube graph; Folded cube graph; Fibonacci cube; Cube-connected cycles; De Bruijn graph; Hamiltonian path; Icosian calculus; Quaternion; Graph theory; Mathematics; Complete graph; Cycle graph; Tournament (graph theory); Platonic solid; Cayley graph; Coxeter group; Eulerian path; Biconnected graph; Biconnected component; SPQR tree; Tree decomposition; Decomposition method (constraint satisfaction); Chordal graph; Hamilton–Jacobi equation; Clifford algebra; Hurwitz's theorem (composition algebras); 3-sphere; Euler's four-square identity; Quaternion group; Lorentz group; Maxwell's equations; Differential equation; Biquaternion; Split-biquaternion; Quaternion Society; Spacetime; Conformal map; Joachim Lambek; Crystallography; Space group; Kinematics; Rigid body; Thomas precession; Octonion; Division algebra; Quotient ring; Classical electromagnetism; Matrix multiplication; Matrix ring; Homomorphism; Injective function; Conjugate transpose; Pauli matrices; Quantum mechanics; Skew-symmetric matrix; Transpose; Determinant; Euclidean algorithm; Combinatorial design; Hurwitz quaternion; Number theory; Cayley–Dickson construction; Icosahedral symmetry; Quaternion algebra; Geometric algebra; Pseudovector; Homogeneous coordinates; Rotor (mathematics); Central simple algebra; Brauer group; Simple algebra; Split-quaternion; Hypercomplex number; Non-associative algebra; Polar decomposition; Versor; Hyperbolic angle; Spherical trigonometry; Vector Analysis; Dot product; Cross product; Minkowski diagram; Relativity of simultaneity; Spacetime algebra; Tensor product of algebras; Special relativity; Hyperboloid; Musean hypernumber; Charles Musès; Arithmetic; Geometry; Hyperbolic quaternion; Real number; Split-complex number; Bicomplex number; Alternative algebra; Knot theory; Knot (mathematics); Homeomorphism; Euclidean space; Circle; Link (knot theory); Knot polynomial; Analysis of algorithms; Knot invariant; N-sphere; Alexander polynomial; Knot group; Hyperbolic geometry; Jones polynomial; Topoisomerase; Physical knot theory; Topological quantum computer; Tangle (mathematics); Chirality (chemistry); Unknotting problem; Immersion (mathematics); Sphere; Whitney embedding theorem; List of prime knots; Knot tabulation; Ribbon theory; Quantum topology; Molecular knot; List of knot theory topics; Contact geometry; Borromean rings; Pochhammer contour; Triquetra; Link group; Regular homotopy; Gauss map; Total curvature; Winding number; Homotopy principle; Sphere eversion; Nash embedding theorem; Riemannian manifold; Curve; Arc length; Smoothness; Partial differential equation; Banach fixed-point theorem; Nash–Moser theorem; Gaussian curvature; Inner product space; Tangent space; Implicit function theorem; Manifold; Newton's method; Kantorovich theorem; Existence theorem; Minkowski space; Physical cosmology; Dimension; Four-dimensional space; Magnetic field; Electromagnetic field; Lorentz transformation; Displacement (vector); Light cone; Photon; Rotation group SO(3); Orthogonal matrix; Kronecker delta; Angular momentum; Skew-Hermitian matrix; Photoelectric effect; Gravitational field; General relativity; Einstein field equations; Stress–energy tensor; Einstein tensor; Speed of light; Fictitious force; Defining equation (physics); Tests of general relativity; Speed of gravity; Potential energy; Newton's law of universal gravitation; Gravitational potential; Gravity; Classical mechanics; Massless particle; Quantum gravity; Mechanical explanations of gravitation; Gravitational wave; Lorentz factor; Vector projection; Ricci calculus; Electric field; Electromagnetism; Electric charge; Spherical harmonics; Representation theory of the Lorentz group; Gamma matrices; Poincaré group; Representation theory of the Poincaré group; Möbius transformation; Wigner's classification; Symmetry in quantum mechanics; Operator (physics); Electromagnetic tensor; Gluon; Color charge; Gluon field; Supersymmetry; Fermion; Electron; Spontaneous symmetry breaking; Quantum group; Supercharge; Superfield; Superspace; Supergroup (physics); Supergravity; Legendre polynomials; Scalar potential; Line integral; Probability amplitude; Particle physics; Quantum field theory; Multilinear map; Matrix group; Connection (mathematics); Functional (mathematics); Hypersurface; Countable set; Hilbert space; Loop quantum gravity; Immirzi parameter; Trace diagram; Adjugate matrix; Homogeneous polynomial; Tensor algebra; Exterior algebra; Cohomology ring; Graded vector space; Hilbert–Poincaré series; Algebraic structure; Particle physics and representation theory; Charge (physics); Representation theory; Spin network