classical estimation - significado y definición. Qué es classical estimation
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Qué (quién) es classical estimation - definición

CONSTRUCTION OF AN ESTIMATE, BASED ON OBSERVED DATA, OF AN UNOBSERVABLE UNDERLYING PROBABILITY DENSITY FUNCTION
Density Estimation; Probability estimation; Probability density estimation
  • Estimated probability of ''p'' (diabetes=1 | glu)
  • Histogram and density function for a Gumbel distribution <ref>[https://www.waterlog.info/cumfreq.htm A calculator for probability distributions and density functions]</ref>
  • Demonstration of density estimation using [[Kernel density estimation]]: The true density is mixture of two Gaussians centered around 0 and 3, shown with solid blue curve. In each frame, 100 samples are generated from the distribution, shown in red. Centered on each sample, a Gaussian kernel is drawn in gray. Averaging the Gaussians yields the density estimate shown in the dashed black curve.
  • Estimated probability of ''p''(diabetes=1 &#124; glu)
  • Estimated density of ''p'' (glu &#124; diabetes=1) (red), ''p''&nbsp;(glu &#124; diabetes=0) (blue), and ''p''&nbsp;(glu) (black)

Classical period (music)         
  • Portrait of Beethoven by [[Joseph Karl Stieler]], 1820
  • View of Vienna in 1758, by [[Bernardo Bellotto]]
  • Mozart wrote a number of divertimentos, light instrumental pieces designed for entertainment. This is the 2nd movement of his Divertimento in E-flat major, K. 113.
  • dissonant]] [[diminished seventh]] chord (G# dim7 with a B in the bass) moving to a [[dominant seventh chord]] (A7 with a C# in the bass) before resolving to the [[tonic chord]] (D minor) at the singer's entrance.
  • Fortepiano by Paul McNulty after Walter & Sohn, c. 1805
  • 1875 oil painting of Franz Schubert by [[Wilhelm August Rieder]], after his own 1825 watercolor portrait
  • Thomas Hardy]], 1792
  • Hummel in 1814
  • Gluck, detail of a portrait by [[Joseph Duplessis]], dated 1775 ([[Kunsthistorisches Museum]], Vienna)
  • Portrait of Mendelssohn by [[James Warren Childe]], 1839
  • [[Muzio Clementi]]'s Sonata in G minor, No.&nbsp;3, Op.&nbsp;50, "Didone abbandonata", adagio movement
  • A modern string quartet. In the 2000s, [[string quartet]]s from the Classical era are the core of the chamber music literature. From left to right: violin 1, violin 2, cello, viola
  • Wolfgang Amadeus Mozart, posthumous painting by Barbara Krafft in 1819
  • The Mozart family c. 1780. The portrait on the wall is of Mozart's mother.
GENRE OF WESTERN MUSIC (C. 1730–1820)
Classical Music Era; Classical Era (Music); Vienese classic; Classical music era; Wiener Klassik; Viennese classical; Classical period of music; Classical Period (music); Classical period music; Classical-period music; Classical era music; Classical-era music; Classical period in music; Classical era of music; Classical era in music; Classical music period; Classical music (period); Pre-Classical music; Pre-Classical period (music)

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The Classical period was an era of classical music between roughly 1750 and 1820.

The Classical period falls between the Baroque and the Romantic periods. Classical music has a lighter, clearer texture than Baroque music, but a more sophisticated use of form. It is mainly homophonic, using a clear melody line over a subordinate chordal accompaniment, but counterpoint was by no means forgotten, especially in liturgical vocal music and, later in the period, secular instrumental music. It also makes use of style galant which emphasized light elegance in place of the Baroque's dignified seriousness and impressive grandeur. Variety and contrast within a piece became more pronounced than before and the orchestra increased in size, range, and power.

The harpsichord was replaced as the main keyboard instrument by the piano (or fortepiano). Unlike the harpsichord, which plucks strings with quills, pianos strike the strings with leather-covered hammers when the keys are pressed, which enables the performer to play louder or softer (hence the original name "fortepiano," literally "loud soft") and play with more expression; in contrast, the force with which a performer plays the harpsichord keys does not change the sound. Instrumental music was considered important by Classical period composers. The main kinds of instrumental music were the sonata, trio, string quartet, quintet, symphony (performed by an orchestra) and the solo concerto, which featured a virtuoso solo performer playing a solo work for violin, piano, flute, or another instrument, accompanied by an orchestra. Vocal music, such as songs for a singer and piano (notably the work of Schubert), choral works, and opera (a staged dramatic work for singers and orchestra) were also important during this period.

The best-known composers from this period are Joseph Haydn, Wolfgang Amadeus Mozart, Ludwig van Beethoven, and Franz Schubert; other names in this period include: Carl Philipp Emanuel Bach, Johann Christian Bach, Luigi Boccherini, Domenico Cimarosa, Joseph Martin Kraus, Muzio Clementi, Christoph Willibald Gluck, Carl Ditters von Dittersdorf, André Grétry, Pierre-Alexandre Monsigny, Leopold Mozart, Michael Haydn, Giovanni Paisiello, Johann Baptist Wanhal, François-André Danican Philidor, Niccolò Piccinni, Antonio Salieri, Georg Christoph Wagenseil, Georg Matthias Monn, Johann Gottlieb Graun, Carl Heinrich Graun, Franz Benda, Georg Anton Benda, Johann Georg Albrechtsberger, Mauro Giuliani, Christian Cannabich and the Chevalier de Saint-Georges. Beethoven is regarded either as a Romantic composer or a Classical period composer who was part of the transition to the Romantic era. Schubert is also a transitional figure, as were Johann Nepomuk Hummel, Luigi Cherubini, Gaspare Spontini, Gioachino Rossini, Carl Maria von Weber, Jan Ladislav Dussek and Niccolò Paganini. The period is sometimes referred to as the era of Viennese Classicism (German: Wiener Klassik), since Gluck, Haydn, Salieri, Mozart, Beethoven, and Schubert all worked in Vienna.

Minimum-distance estimation         
METHOD FOR FITTING A STATISTICAL MODEL TO DATA
Minimum distance estimation
Minimum-distance estimation (MDE) is a conceptual method for fitting a statistical model to data, usually the empirical distribution. Often-used estimators such as ordinary least squares can be thought of as special cases of minimum-distance estimation.
Classical group         
GROUPS REPRESENTABLE AS MATRIX GROUPS OVER A REAL DIVISION ASSOCIATIVE ALGEBRA (REALS, COMPLEXES, OR QUATERNIONS) THAT PRESERVE A CERTAIN BILINEAR FORM (SYMMETRIC, SKEW-SYMMETRIC, HERMITIAN, SKEW-HERMITIAN, ETC.)
Classical groups; Classical Lie groups; Classical Lie group; Standard representation; Classical compact groups
In mathematics, the classical groups are defined as the special linear groups over the reals , the complex numbers and the quaternions together with specialHere, special means the subgroup of the full automorphism group whose elements have determinant 1. automorphism groups of symmetric or skew-symmetric bilinear forms and Hermitian or skew-Hermitian sesquilinear forms defined on real, complex and quaternionic finite-dimensional vector spaces.

Wikipedia

Density estimation

In statistics, probability density estimation or simply density estimation is the construction of an estimate, based on observed data, of an unobservable underlying probability density function. The unobservable density function is thought of as the density according to which a large population is distributed; the data are usually thought of as a random sample from that population.

A variety of approaches to density estimation are used, including Parzen windows and a range of data clustering techniques, including vector quantization. The most basic form of density estimation is a rescaled histogram.