In mathematics, the classical groups are defined as the special linear groups over the reals R {\displaystyle \mathbb {R} } , the complex numbers C {\displaystyle...

In Weyl's wonderful and terrible1 book The Classical Groups [W] one may discern two main themes: first, the study of the polynomial invariants for an arbitrary...

Artin investigated the orders of such groups, with a view to classifying cases of coincidence. A classical group is, roughly speaking, a special linear...

This is a list of classical music composers by era. With the exception of the overview, the Modernist era has been combined with the Postmodern. Composers...

Classical physics is a group of physics theories that predate modern, more complete, or more widely applicable theories. If a currently accepted theory...

local fields, finite fields, and adele rings. The symplectic group is a classical group defined as the set of linear transformations of a 2n-dimensional...

rock band or the Baroque chamber group for basso continuo (harpsichord and cello) and one or more singers. In classical music, trios or quartets either...

Classical liberalism is a political tradition and a branch of liberalism that advocates free market and laissez-faire economics and civil liberties under...

foundational component of Western culture, classical music is frequently seen from the perspective of individual or groups of composers, whose compositions, personalities...

U(n), consisting of all n×n unitary matrices. As a compact classical group, U(n) is the group that preserves the standard inner product on C n {\displaystyle...

similar five-piece classical group who were signed to EMI and released an album with the label in 2005. The four members of the group met in 2005 when they...

determinant, and is isomorphic to the group of nth roots of unity in the field F. The so-called classical groups are subgroups of GL(V) which preserve...

symplectic groups but it is possible to construct more using division algebras (for example the unit group of a quaternion algebra is a classical group). Note...

Indian classical dance, or Shastriya Nritya, is an umbrella term for different regionally-specific Indian classical dance traditions, rooted in predominantly...

{C} } . These are now called the classical groups, as the concept has been extended far beyond these origins. Lie groups are named after Norwegian mathematician...

Classics or classical studies is the study of classical antiquity. In the Western world, classics traditionally refers to the study of Ancient Greek and...

The classical elements typically refer to earth, water, air, fire, and (later) aether which were proposed to explain the nature and complexity of all...

The Classical Period was an era of classical music between roughly 1750 and 1820. The classical period falls between the Baroque and Romantic periods...

space R {\displaystyle \mathbb {R} } n×n. Another classical group is the orthogonal group O(n), the group of all linear maps from R {\displaystyle \mathbb...

Classical conditioning (also respondent conditioning and Pavlovian conditioning) is a behavioral procedure in which a biologically potent stimulus (e...

Masterworks Records. The CBS Records Group was acquired by Sony in 1988, and in 1990 it was renamed Sony Classical. Sony Classical has represented artists including:...

Neoclassical architecture, sometimes referred to as Classical Revival architecture, is an architectural style produced by the Neoclassical movement that...

Classical mechanics is a physical theory describing the motion of objects such as projectiles, parts of machinery, spacecraft, planets, stars, and galaxies...

Magic Classical (formerly Scala Radio) is a British digital radio station owned and operated by Bauer Media Audio UK. The station was launched in March...

Classical Latin is the form of Literary Latin recognized as a literary standard by writers of the late Roman Republic and early Roman Empire. It formed...

Classical Greece was a period of around 200 years (the 5th and 4th centuries BC) in Ancient Greece, marked by much of the eastern Aegean and northern...

mathematics, the finite-dimensional representations of the complex classical Lie groups G L ( n , C ) {\displaystyle GL(n,\mathbb {C} )} , S L ( n , C )...

A classical planet is an astronomical object that is visible to the naked eye and moves across the sky and its backdrop of fixed stars (the common stars...

All Angels were a British classical crossover group formed in 2006, consisting of Daisy Chute, Laura Wright, Rachel Fabri, Melanie Nakhla and actress...

theory, the classical unitary group is a real form of the Steinberg group 2 A n {\displaystyle {}^{2}\!A_{n}} , which is an algebraic group that arises...