Search Results - "Sering, Leon"

Dynamic flows with adaptive route choice by Graf, Lukas, Harks, Tobias, Sering, Leon

“…We study dynamic network flows and introduce a notion of instantaneous dynamic equilibrium ( IDE ) requiring that for any positive inflow into an edge, this…”
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ReLU neural networks of polynomial size for exact maximum flow computation by Hertrich, Christoph, Sering, Leon

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Convergence of Approximate and Packet Routing Equilibria to Nash Flows Over Time by Olver, Neil, Sering, Leon, Koch, Laura Vargas

“…We consider a dynamic model of traffic that has received a lot of attention in the past few years. Infinitesimally small agents aim to travel from a source to…”
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Continuity, Uniqueness and Long-Term Behavior of Nash Flows Over Time by Olver, Neil, Sering, Leon, Koch, Laura Vargas

“…We consider a dynamic model of traffic that has received a lot of attention in the past few years. Users control infinitesimal flow particles aiming to travel…”
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Drawing Road Networks with Focus Regions by Haunert, Jan-Henrik, Sering, Leon

“…Mobile users of maps typically need detailed information about their surroundings plus some context information about remote places. In order to avoid that the…”
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Nash Flows Over Time by Sering, Leon

“…Right now humanity is facing the biggest crisis since the end of the cold war. Every year we produce over 35 gigatons of carbon dioxide (CO2) and more than 15…”
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ReLU Neural Networks of Polynomial Size for Exact Maximum Flow Computation by Hertrich, Christoph, Sering, Leon

“…This paper studies the expressive power of artificial neural networks with rectified linear units. In order to study them as a model of real-valued…”
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Multi-Commodity Nash Flows Over Time by Sering, Leon

“…Motivated by the dynamic traffic assignment problem, we consider flows over time model with deterministic queuing. Dynamic equilibria, called Nash flows over…”
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Convergence of Approximate and Packet Routing Equilibria to Nash Flows Over Time by Olver, Neil, Sering, Leon, Koch, Laura Vargas

“…We consider a dynamic model of traffic that has received a lot of attention in the past few years. Infinitesimally small agents aim to travel from a source to…”
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Atomic Splittable Flow Over Time Games by Adamik, Antonia, Sering, Leon

“…In an atomic splittable flow over time game, finitely many players route flow dynamically through a network, in which edges are equipped with transit times,…”
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The Impact of Spillback on the Price of Anarchy for Flows Over Time by Israel, Jonas, Sering, Leon

“…Flows over time enable a mathematical modeling of traffic that changes as time progresses. In order to evaluate these dynamic flows from a game theoretical…”
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Continuity, Uniqueness and Long-Term Behavior of Nash Flows Over Time by Olver, Neil, Sering, Leon, Koch, Laura Vargas

“…We consider a dynamic model of traffic that has received a lot of attention in the past few years. Users control infinitesimal flow particles aiming to travel…”
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Dynamic Equilibria in Time-Varying Networks by Pham, Hoang Minh, Sering, Leon

“…Predicting selfish behavior in public environments by considering Nash equilibria is a central concept of game theory. For the dynamic traffic assignment…”
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Multi-Source Multi-Sink Nash Flows Over Time by Sering, Leon, Skutella, Martin

“…Nash flows over time describe the behavior of selfish users eager to reach their destination as early as possible while traveling along the arcs of a network…”
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Convergence of a Packet Routing Model to Flows Over Time by Sering, Leon, Koch, Laura Vargas, Ziemke, Theresa

“…The mathematical approaches for modeling dynamic traffic can roughly be divided into two categories: discrete packet routing models and continuous flow over…”
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Dynamic Flows with Adaptive Route Choice by Graf, Lukas, Harks, Tobias, Sering, Leon

“…Math. Program. 183 (2020) 309-335 We study dynamic network flows and introduce a notion of instantaneous dynamic equilibrium (IDE) requiring that for any…”
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Nash Flows over Time with Spillback and Kinematic Waves by Sering, Leon, Koch, Laura Vargas

“…Modeling traffic in road networks is a widely studied but challenging problem, especially under the assumption that drivers act selfishly. A common approach is…”
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Rainbow cycles in flip graphs by Felsner, Stefan, Kleist, Linda, Mütze, Torsten, Sering, Leon

“…The flip graph of triangulations has as vertices all triangulations of a convex $n$-gon, and an edge between any two triangulations that differ in exactly one…”
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