Search Results - "Langer, Matthias"

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  1. 1

    Path Laplacian operators and superdiffusive processes on graphs. I. One-dimensional case by Estrada, Ernesto, Hameed, Ehsan, Hatano, Naomichi, Langer, Matthias

    Published in Linear algebra and its applications (15-06-2017)
    “…We consider a generalization of the diffusion equation on graphs. This generalized diffusion equation gives rise to both normal and superdiffusive processes on…”
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  2. 2

    Exploring a quantitative assessment approach for car dependence: A case study in Munich by Langer, Matthias, Durán-Rodas, David, Pajares, Elias

    Published in Journal of transport and land use (01-01-2023)
    “…While discussions are ongoing about the exact meaning of car dependence, its assessment has been primarily qualitative. The few quantitative approaches adopted…”
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    Journal Article
  3. 3

    Trace formulae and singular values of resolvent power differences of self‐adjoint elliptic operators by Behrndt, Jussi, Langer, Matthias, Lotoreichik, Vladimir

    Published in Journal of the London Mathematical Society (01-10-2013)
    “…In this note, self‐adjoint realizations of second‐order elliptic differential expressions with non‐local Robin boundary conditions on a domain Ω ⊂ ℝn with…”
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  4. 4

    Spectrum of J-frame operators by Giribet, Juan, Langer, Matthias, Leben, Leslie, Maestripieri, Alejandra, Martínez Pería, Francisco, Trunk, Carsten

    “…A \(J\)-frame is a frame \(\mathcal{F}\) for a Krein space \((\mathcal{H},[\cdot,\cdot ])\) which is compatible with the indefinite inner product…”
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  5. 5

    Mechanosensitive ion channels investigated simultaneously by scanning probe microscopy and patch clamp by Langer, Matthias G

    “…Mechanosensitive ion channels play an important role for the perception of mechanical signals such as touch, balance, or sound. Here, a new experimental…”
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  6. 6

    A general HELP inequality connected with symmetric operators by Langer, Matthias

    “…In this paper, a general HELP (Hardy–Everitt–Littlewood–Pólya) inequality is considered which is connected with a symmetric operator in a Hilbert space and…”
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    Distributed Training of Deep Learning Models: A Taxonomic Perspective by Langer, Matthias, He, Zhen, Rahayu, Wenny, Xue, Yanbo

    “…Distributed deep learning systems (DDLS) train deep neural network models by utilizing the distributed resources of a cluster. Developers of DDLS are required…”
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  9. 9

    Schrödinger Operators with δ and δ′-Potentials Supported on Hypersurfaces by Behrndt, Jussi, Langer, Matthias, Lotoreichik, Vladimir

    Published in Annales Henri Poincaré (01-03-2013)
    “…Self-adjoint Schrödinger operators with δ and δ ′-potentials supported on a smooth compact hypersurface are defined explicitly via boundary conditions. The…”
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    Triple variational principles for self-adjoint operator functions by Langer, Matthias, Strauss, Michael

    Published in Journal of functional analysis (15-03-2016)
    “…For a very general class of unbounded self-adjoint operator functions we prove upper bounds for eigenvalues which lie within arbitrary gaps of the essential…”
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  12. 12

    Lateral Mechanical Coupling of Stereocilia in Cochlear Hair Bundles by Langer, Matthias G., Fink, Stefan, Koitschev, Assen, Rexhausen, Ulrich, Heinrich Hörber, J.K., Peter Ruppersberg, J.

    Published in Biophysical journal (01-06-2001)
    “…For understanding the gating process of transduction channels in the inner ear it is essential to characterize and examine the functional properties of the…”
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  13. 13

    MPCA SGD-A Method for Distributed Training of Deep Learning Models on Spark by Langer, Matthias, Hall, Ashley, He, Zhen, Rahayu, Wenny

    “…Many distributed deep learning systems have been published over the past few years, often accompanied by impressive performance claims. In practice these…”
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  14. 14

    Canonical systems whose Weyl coefficients have dominating real part by Langer, Matthias, Pruckner, Raphael, Woracek, Harald

    “…For a two-dimensional canonical system y ′ ( t ) = zJH ( t ) y ( t ) on the half-line (0, ∞) whose Hamiltonian H is a.e. positive semi-definite, denote by q H…”
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    Exploring a quantitative assessment approach for car dependence: A case study in Munich by Matthias Langer, David Durán-Rodas, Elias Pajares

    Published in Journal of transport and land use (01-03-2023)
    “…While discussions are ongoing about the exact meaning of car dependence, its assessment has been primarily qualitative. The few quantitative approaches adopted…”
    Get full text
    Journal Article
  17. 17

    Discrete fragmentation systems in weighted $$\pmb {\ell ^{1}}$$ spaces by Kerr, Lyndsay, Lamb, Wilson, Langer, Matthias

    Published in Journal of evolution equations (01-12-2020)
    “…Abstract We investigate an infinite, linear system of ordinary differential equations that models the evolution of fragmenting clusters. We assume that each…”
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  18. 18

    Causes and consequences of endogenous hypoxia on growth and metabolism of developing maize kernels by Langer, Matthias, Hilo, Alexander, Guan, Jiahn-Chou, Koch, Karen E, Xiao, Hui, Verboven, Pieter, Gündel, Andre, Wagner, Steffen, Ortleb, Stefan, Radchuk, Volodymyr, Mayer, Simon, Nicolai, Bart, Borisjuk, Ljudmilla, Rolletschek, Hardy

    Published in Plant physiology (Bethesda) (31-05-2023)
    “…Abstract Maize (Zea mays) kernels are the largest cereal grains, and their endosperm is severely oxygen deficient during grain fill. The causes, dynamics, and…”
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  19. 19

    Distributional representations of Nκ(∞)-functions by Langer, Matthias, Woracek, Harald

    Published in Mathematische Nachrichten (01-07-2015)
    “…The subclasses Nκ(∞) of the classes Nκ of generalized Nevanlinna functions appear in the context of Pontryagin space models, where they correspond to model…”
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  20. 20

    Discrete fragmentation systems in weighted ℓ1 spaces by Kerr, Lyndsay, Lamb, Wilson, Langer, Matthias

    Published in Journal of evolution equations (2020)
    “…We investigate an infinite, linear system of ordinary differential equations that models the evolution of fragmenting clusters. We assume that each cluster is…”
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    Journal Article