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- Subdominant_parallel abstract "In music theory, the subdominant parallel is the relative to the subdominant and is thus considered to have or fulfill the function of the subdominant. The term is derived from German theory and the writings of Hugo Riemann.Thus in C major the subdominant is F, whose relative key is D-minor (otherwise considered the supertonic of C) and called Sp. In C minor the relative key of F is Ab-major (or submediant of c) and abbreviated sP.".
- Subdominant_parallel thumbnail Subdominant_parallel_in_C_major.png?width=300.
- Subdominant_parallel wikiPageID "886791".
- Subdominant_parallel wikiPageRevisionID "588628703".
- Subdominant_parallel hasPhotoCollection Subdominant_parallel.
- Subdominant_parallel subject Category:Diatonic_functions.
- Subdominant_parallel subject Category:Riemannian_theory.
- Subdominant_parallel type Abstraction100002137.
- Subdominant_parallel type DiatonicFunctions.
- Subdominant_parallel type Function113783816.
- Subdominant_parallel type MathematicalRelation113783581.
- Subdominant_parallel type Relation100031921.
- Subdominant_parallel comment "In music theory, the subdominant parallel is the relative to the subdominant and is thus considered to have or fulfill the function of the subdominant. The term is derived from German theory and the writings of Hugo Riemann.Thus in C major the subdominant is F, whose relative key is D-minor (otherwise considered the supertonic of C) and called Sp. In C minor the relative key of F is Ab-major (or submediant of c) and abbreviated sP.".
- Subdominant_parallel label "Subdominant parallel".
- Subdominant_parallel label "Subdominantparallele".
- Subdominant_parallel sameAs Subdominantparallele.
- Subdominant_parallel sameAs m.03ltvs.
- Subdominant_parallel sameAs Q2361581.
- Subdominant_parallel sameAs Q2361581.
- Subdominant_parallel sameAs Subdominant_parallel.
- Subdominant_parallel wasDerivedFrom Subdominant_parallel?oldid=588628703.
- Subdominant_parallel depiction Subdominant_parallel_in_C_major.png.
- Subdominant_parallel isPrimaryTopicOf Subdominant_parallel.
