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Ralph Chill

Observed names: CHILL R, CHILL, Ralph, Chill, R., Chill, Ralph, Chill, Ralph 1971-, R. CHILL, R. Chill, RALPH CHILL, Ralph Chill Of Ulm
Observed institutions: Centre National de la Recherche Scientifique, Universität Ulm, Institut Élie Cartan de Lorraine, Centre de Recherche Médecine, Sciences, Santé, Santé Mentale, Société, Université Paul Verlaine - Metz, Université Pierre-et-Marie-Curie, Technische Universität Dresden, Université de Lorraine
ORCID: 0000-0002-6854-0586
Observed ORCID: 0000-0002-6854-0586
OpenAlex ID: A5062016804
On the Łojasiewicz–Simon gradient inequality
2003 · Ralph Chill · Journal of Functional Analysis · 147
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Convergence to steady states of solutions of the Cahn–Hilliard and Caginalp equations with dynamic boundary conditions
2006 · Ralph Chill, Eva Fašangová, et al. · Mathematische Nachrichten · 118
Fine scales of decay of operator semigroups
2016 · Charles J.K. Batty, Ralph Chill, et al. · Journal of the European Mathematical Society · 107
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Lp -maximal regularity for non-autonomous evolution equations
2007 · Wolfgang Arendt, Ralph Chill, et al. · Journal of Differential Equations · 98
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Lp-maximal regularity for second order Cauchy problems
2005 · Ralph Chill, Sachi Srivastava · Mathematische Zeitschrift · 65
Convergence to steady states in asymptotically autonomous semilinear evolution equations
2003 · R. Chill, M.A. Jendoubi · Nonlinear Analysis · 61
An optimal estimate for the difference of solutions of two abstract evolution equations
2003 · Ralph Chill, Alain Haraux · Journal of Differential Equations · 57
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Stability of operator semigroups: ideas and results
2007 · Ralph Chill, Yuri Tomilov · Banach Center Publications · 53
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Applications of the Łojasiewicz–simon, Gradient Inequality to Gradient-like Evolution Equations
2009 · RALPH CHILL, ALAIN HARAUX, et al. · Analysis and Applications · 48
Convergence to steady states of solutions of the Cahn-Hilliard equation with dynamic boundary conditions
2003 · Ralph Chill, Eva Fašangová, et al. · Ulmer Seminare über Funktionsanalysis und Differentialgleichungen · 47
Maximal regularity for second order non-autonomous Cauchy problems
2008 · Charles J. K. Batty, Ralph Chill, et al. · Studia Mathematica · 39
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Tauberian theorems for vector-valued Fourier and Laplace transforms
1998 · Ralph Chill · Studia Mathematica · 35
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Willmore blowups are never compact
2009 · Ralph Chill, Eva Fašangová, et al. · Duke Mathematical Journal · 31
Quantified versions of Ingham's theorem
2016 · Ralph Chill, David Seifert · Bulletin of the London Mathematical Society · 30
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Convergence and decay rate to equilibrium of bounded solutions of quasilinear parabolic equations
2006 · Ralph Chill, Alberto Fiorenza · Journal of Differential Equations · 30
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Every ordinary differential equation with a strict Lyapunov function is a gradient system
2011 · Tomáš Bárta, Ralph Chill, et al. · Monatshefte für Mathematik · 29
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Semi-uniform stability of operator semigroups and energy decay of damped waves
2020 · R. Chill, D. Seifert, et al. · Philosophical Transactions of the Royal Society A Mathematical Physical and Engineering Sciences · 26
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Operator Semigroups Meet Complex Analysis, Harmonic Analysis and Mathematical Physics
2015 · Wolfgang Arendt, Ralph Chill, et al. · Operator theory · 26
Singular integral operators with operator-valued kernels, and extrapolation of maximal regularity into rearrangement invariant Banach function spaces
2014 · Ralph Chill, Alberto Fiorenza · Journal of Evolution Equations · 26
Strong Stability of Bounded Evolution Families and Semigroups
2002 · Charles J.K. Batty, Ralph Chill, et al. · Journal of Functional Analysis · 25
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Convergence to Steady States of Solutions of Non-autonomous Heat Equations in $$\mathbb{R}^{N}$$
2006 · R. Chill, M. A. Jendoubi · Journal of Dynamics and Differential Equations · 23
Nonlinear semigroups generated by j-elliptic functionals
2015 · Ralph Chill, Daniel Hauer, et al. · Journal de Mathématiques Pures et Appliquées · 22
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THE SECTOR OF ANALYTICITY OF THE ORNSTEIN–UHLENBECK SEMIGROUP ON $L^{p}$ SPACES WITH RESPECT TO INVARIANT MEASURE
2005 · R. CHILL, E. FAŠANGOVÁ, et al. · Journal of the London Mathematical Society · 22
Generation of Cosine Families on L p (0,1) by Elliptic Operators with Robin Boundary Conditions
2007 · Ralph Chill, Valentin Keyantuo, et al. · Birkhäuser Basel eBooks · 20
Convergence to steady states of solutions of semilinear evolutionary integral equations
2004 · Ralph Chill, Eva Fašangová · Calculus of Variations and Partial Differential Equations · 20
Works count: 97
Citation count: 1,442
H-index: 22
I10-index: 34
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