Výsledky vyhledávání - Spaces of differential OR polymorphic functions on infinite-dimensional spaces

Characterizations of Input-to-State Stability for Infinite-Dimensional Systems Autor Mironchenko, Andrii, Wirth, Fabian

“…We prove characterizations of input-to-state stability (ISS) for a large class of infinite-dimensional control systems, including some classes of evolution…”
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On generalized Nash equilibrium problems in infinite-dimensional spaces using Nikaido-Isoda type functionals Autor Ulbrich, Michael, Fritz, Julia

“…We present an analysis of generalized Nash equilibrium problems in infinite-dimensional spaces with possibly non-convex objective functions of the players…”
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Optimal approximation of infinite-dimensional holomorphic functions Autor Adcock, Ben, Dexter, Nick, Moraga, Sebastian

“… This is primarily due to the relevance of functions that are solutions to parametric differential equations in various fields, e.g…”
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Structured H∞‐control of infinite‐dimensional systems Autor Apkarian, P., Noll, D.

“…‐dimensional linear time‐invariant systems in transfer function form. A major benefit of our approach is that reduction or identification techniques are not needed, which avoids typical distortions…”
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New Complex Analytic Methods in the Study of Non-Orientable Minimal Surfaces in ℝⁿ Autor Alarcón, Antonio, Forstnerič, Franc, López, Francisco J.

“…The aim of this work is to adapt the complex analytic methods originating in modern Oka theory to the study of non-orientable conformal minimal surfaces in All…”
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Input-to-state stability of infinite-dimensional control systems Autor Dashkovskiy, Sergey, Mironchenko, Andrii

“…We develop tools for investigation of input-to-state stability (ISS) of infinite-dimensional control systems…”
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Infinite-dimensional port-Hamiltonian systems: a system node approach Autor Philipp, Friedrich M., Reis, Timo, Schaller, Manuel

“…We consider an operator-theoretic approach to linear infinite-dimensional port-Hamiltonian systems…”
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Non-Gaussian Measures in Infinite Dimensional Spaces: the Gamma-Grey Noise Autor Beghin, Luisa, Cristofaro, Lorenzo, Gajda, Janusz

“… The related generalized processes, in the infinite dimensional setting, are also defined and, through the use of the Riemann-Liouville fractional operators, the (possibly tempered…”
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Input-to-state stability and integral input-to-state stability of non-autonomous infinite-dimensional systems Autor Damak, H.

“…) and integral input-to-state stability (iISS) for non-autonomous infinite-dimensional systems…”
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Robustness of Exponential Dichotomy in a Class of Generalised Almost Periodic Linear Differential Equations in Infinite Dimensional Banach Spaces Autor Rodrigues, H. M., Caraballo, T., Nakassima, G. K.

“…In this paper we study the robustness of the exponential dichotomy in nonautonomous linear ordinary differential equations under integrally small perturbations in infinite dimensional Banach spaces…”
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Extremal Kähler Metrics Induced by Finite or Infinite-Dimensional Complex Space Forms Autor Loi, Andrea, Salis, Filippo, Zuddas, Fabio

“…In this paper, we address the problem of studying those complex manifolds M equipped with extremal metrics g induced by finite or infinite-dimensional complex space forms…”
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Geometric rough paths on infinite dimensional spaces Autor Grong, Erlend, Nilssen, Torstein, Schmeding, Alexander

“…Similar to ordinary differential equations, rough paths and rough differential equations can be formulated in a Banach space setting. For α∈(1/3,1/2…”
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Conditional Fourier-Feynman transform given infinite dimensional conditioning function on abstract Wiener space Autor Choi, Jae Gil, Shim, Sang Kil

“… ). An infinite dimensional conditioning function is used to define the CFFT. To do this, we first present a short survey of the conditional Wiener integral concerning the topic of this paper…”
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Geometric MCMC for infinite-dimensional inverse problems Autor Beskos, Alexandros, Girolami, Mark, Lan, Shiwei, Farrell, Patrick E., Stuart, Andrew M.

“…Bayesian inverse problems often involve sampling posterior distributions on infinite-dimensional function spaces…”
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On the forward–backward method with nonmonotone linesearch for infinite-dimensional nonsmooth nonconvex problems Autor Azmi, Behzad, Bernreuther, Marco

“… (not necessarily smooth) function. These problems appear, for example, frequently in the context of optimal control of nonlinear partial differential equations (PDEs…”
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Principles of Dualism in the Theory of Solutions to Infinite-Dimensional Differential Equations Depending on Existing Types of Symmetries Autor Beklaryan, L. A., Beklaryan, A. L.

“…In the case of a homogeneous medium, we describe the dualism of spaces of soliton solutions and solutions of an induced functional differential equation of pointwise type and formulate theorems…”
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Spatiotemporal Adaptive Fuzzy Control for State Profile Tracking of Nonlinear Infinite-Dimensional Systems on a Hypercube Autor Wang, Jun-Wei, Wei, Yong-Hang, Shi, Peng

“… to approximate any real continuous functions in a separable Hilbert space based on the spatiotemporal fuzzy set notion…”
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Solutions and anti-periodic solutions for impulsive differential equations and inclusions containing Atangana-Baleanu fractional derivative of order $ \zeta \in (1, 2) $ in infinite dimensional Banach spaces Autor Nuwairan, Muneerah Al, Ibrahim, Ahmed Gamal

“…) $. We also derived the exact relations between these fractional boundary value problems and the corresponding fractional integral equations in infinite dimensional Banach spaces…”
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Adaptive identification of linear infinite-dimensional systems Autor Chattopadhyay, Sudipta, Sukumar, Srikant, Natarajan, Vivek

“…) in a linear stable single-input single-output infinite-dimensional system. We assume that the transfer function of the infinite-dimensional system can be expressed as a ratio of two infinite series…”
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Singular integrals in quantum Euclidean spaces Autor González-Pérez, Adrían Manuel, Junge, Marius, Parcet, Javier

“…: quantum forms of Euclidean spaces and tori. Our results go beyond Connes’ pseudodifferential calculus for rotation algebras, thanks to a new form of…”
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