A strong convergence theorem for solutions to a nonhomogeneous second order evolution equation (Q1046518)
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scientific article; zbMATH DE number 5651220
| Language | Label | Description | Also known as |
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| English | A strong convergence theorem for solutions to a nonhomogeneous second order evolution equation |
scientific article; zbMATH DE number 5651220 |
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A strong convergence theorem for solutions to a nonhomogeneous second order evolution equation (English)
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22 December 2009
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The authors prove the strong convergence of solutions to a nonhomogeneous second order evolution equation with a maximal monotone opertor in a Hilbert space. They also prove the exponential rate of convergence in the homogeneous case. In fact, it is worth paying attention to their recent series of articles about the asymptotic behavior for solutions to evolution equations.
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second order evolution equation
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monotone operator
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asymptotic behavior
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strong convergence
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almost nonexpansive curve
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