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Johann Friedrich Franz Burgmüller, generally known as Friedrich Burgmuller (4 December 1806 – 13 February 1874) was a German pianist and composer [1] during the Romantic period. He is perhaps best known for his three collections of children's etudes (or "teaching pieces") for the piano, particularly his Op. 100 "25 Études faciles et ...
Burgmüller was born on 3 May 1760 in Magdeburg and baptized on 6 May with the names "Anton Friedrich". [1] In the older literature the first names are also "Friedrich August" or "Johann August Franz", the latter in most handwritten sources.
August Joseph Norbert Burgmüller (8 February 1810 – 7 May 1836) was a German composer, renowned for his contributions during the nascent stages of the Romantic Era.His oeuvre, albeit cut tragically short due to his untimely drowning at the age of 26, continues to resonate in the annals of classical music.
The "pas du songe" in La Péri. La Péri is a fantastic ballet choreographed by Jean Coralli (1779-1854) to music composed by Friedrich Burgmüller.With a scenario devised by Théophile Gautier and Coralli, scenery designed by Charles Séchan, Jules Diéterle, Édouard Desplechin, Humanité Philastre, and Charles Cambon, and costumes designed by Paul Lorimer and Hippolyte d'Orshwiller, it was ...
Voyant Tools is an open-source, web-based application for performing text analysis. It supports scholarly reading and interpretation of texts or corpus, particularly by scholars in the digital humanities , but also by students and the general public.
Computer-assisted (or aided) qualitative data analysis software (CAQDAS) offers tools that assist with qualitative research such as transcription analysis, coding and text interpretation, recursive abstraction, content analysis, discourse analysis, [1] grounded theory methodology, etc.
Maximum likelihood estimation (MLE) is a standard statistical tool for finding parameter values (e.g. the unmixing matrix ) that provide the best fit of some data (e.g., the extracted signals ) to a given a model (e.g., the assumed joint probability density function (pdf) of source signals).
Performing a probabilistic risk assessment starts with a set of initiating events that change the state or configuration of the system. [3] An initiating event is an event that starts a reaction, such as the way a spark (initiating event) can start a fire that could lead to other events (intermediate events) such as a tree burning down, and then finally an outcome, for example, the burnt tree ...