However, research on the neural correlates of music perception and music-elicited emotions is still scarce, despite its importance for theories of affect.
His ideas about the art of teaching are, nevertheless, of importance for the theory and practice of education.
This result was of considerable importance for the theory of integration, since by the method of partial fractions it ensured that a rational function, the quotient of two polynomials, could always be integrated in terms of algebraic and elementary transcendental functions.
Although Berkeley was a bishop in the Anglican church who professed a desire to combat atheistic materialism, his importance for the theory of knowledge lies rather in the way in which he demonstrated that, in the end, primary qualities are reducible to secondary qualities.
Uniform asymptotic stability and exponential stability are of utmost importance for control theory.
Because of its importance for mathematical theory, Banach contraction principle has been extended in many direction (see [1 8]).
Because of its importance for mathematical theory, it has been extended in many directions (see [10, 11, 14, 19, 21, 37, 46]); especially, the authors [36, 37, 39] generalized Banach's principle to the case of multivalued mappings.
A sound understanding of speciation is of key importance for evolutionary theory, since the birth of new species is the crucial link between micro-evolution (that mainly occurs at or below the species level) and macro-evolutionary processes like adaptive radiations that largely occur above the species level.
Concerned with the relation of Darwinian evolution to psychology, he favoured the study of individual differences, stressed the importance of theory for psychology, and was critical of narrow experimentalism.
