Abstract
Abstract This paper concerns the oscillation of solutions to Leighton type for the matrix differential system with damping: ( P ( t ) Y ′ ) ′ + R ( t ) Y ′ + Q ( t ) Y = 0 , under the hypothesis: P ( t ) = P ∗ ( t ) > 0 , Q ( t ) = Q ∗ ( t ) and R ( t ) = R ∗ ( t ) are n × n matrices of real valued continuous functions on the interval [ t 0 , ∞ ) .
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