Linked from

The 30 pages that link to Symmetry, each with the reason it gives.

• Renaissance architectureRelated: Balanced façades and plans expressed the style’s preference for legible order.

• Normal distributionRelated: Reflection around the mean gives the normal density equal left and right halves.

• Classical architectureRelated: Classical compositions often use balanced arrangements to organize façades and plans.

• Ballet blancRelated: Geometric corps formations heighten the image of an ordered, dreamlike world.

• Congruence (geometry)Related: A figure's symmetries are rigid motions that map it onto itself.

• Invariant (mathematics)Related: Invariants describe what remains unchanged when a symmetry acts.

• Molecular polarityRelated: Molecular symmetry often cancels bond dipoles, as in carbon dioxide.

• Pascal's triangleRelated: Each row reads the same in reverse because choosing k items is equivalent to omitting k items.

• Beauty (aesthetics)Related: Symmetry is a recurring formal feature associated with beauty in many contexts.

• Gaussian integralRelated: Even symmetry lets the real-line integral be related to twice its positive-half integral.

• Beta functionRelated: Substituting t with 1−t proves B(x,y) = B(y,x).

• Mathematical structureRelated: Structure determines which transformations count as symmetries.

• Principle of relativityRelated: Changing frames is a symmetry when the laws retain their form.

• The Grand Budapest HotelRelated: Centered framing makes the hotel and its inhabitants appear ordered against surrounding disorder.

• Erlangen programRelated: Geometric symmetries are the transformations from which the program builds its classifications.

• Conserved quantityRelated: Symmetry supplies a common structural reason for conservation laws.

• Mathematical puzzleRelated: Recognizing equivalent arrangements can shrink a puzzle's search space.

• Geometric artRelated: Repeated reflections and rotations create order in many geometric compositions.

• Identity of indiscernibles (metaphysics)Related: A perfectly symmetric arrangement can make distinct objects appear to share every qualitative feature.

• Tic-tac-toeRelated: Rotations and reflections make many opening positions strategically equivalent.

• Hermite–Hadamard inequalityRelated: Pairing points equally distant from the midpoint explains the lower bound.

• Kunstformen der NaturRelated: Repeated radial and bilateral patterns organize many plates.

• Mathematics and artRelated: Symmetry links mathematical invariance with balance, repetition, and visual pattern.

• Geometry (configuration)Related: Symmetry identifies transformations that leave a configuration unchanged.