Musical Form: Classical & Romantic Eras: Violin Sonata

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" 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A violin sonata is a musical composition for violin accompanied by a keyboard instrument and in earlier periods with a bass instrument doubling the keyboard bass line. The violin sonata developed from a simple baroque form with no fixed format to a standardised and complex classical form. Since the romantic age some composers have pushed the boundaries of both the classical format as well as the use of the instruments.

wikipedia3

See also








 Beethoven: Violin Sonata No. 5 in F major, Op.24 “Spring








Mozart: Violin Sonata No. 18 in G Major, K 301








Debussy: Violin Sonata in G minor, L 140








Mendelssohn: Violin Sonata in F minor, Op. 4








Brahms: Violin Sonata No. 1 in G major, Op. 78



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