- GENERIC HYDRODYNAMIC INSTABILITY OF CURL EIGENFIELDS JOHN ETNYRE AND ROBERT GHRIST
- NONPOSITIVE CURVATURE AND PARETO-OPTIMAL COORDINATION OF ROBOTS
- OVERTWISTED ENERGY-MINIMIZING CURL EIGENFIELDS ROBERT GHRIST AND RAFAL KOMENDARCZYK
- Safe Cooperative Robot Patterns via Dynamics on Graphs
- IEEE TRANSACTIONS ON SIGNAL PROCESSING 1 Topological localization via signals of opportunity
- Unimodal Category and Topological Statistics Yuliy Baryshnikov
- Applications of Sheaf Cohomology and Exact Sequences to Network Coding
- Mapping and Pursuit-Evasion Strategies For a Simple Wall-Following Robot
- Euler integration over definable functions Yuliy Baryshnikov
- TOTAL CURVATURE AND SIMPLE PURSUIT ON DOMAINS OF CURVATURE BOUNDED ABOVE
- CONFIGURATION SPACES, BRAIDS, AND ROBOTICS ABSTRACT. Braids are intimately related to configuration spaces of points.
- SCALAR PARABOLIC PDE'S AND BRAIDS R. W. Ghrist and R. C. Vandervorst
- BARCODES: THE PERSISTENT TOPOLOGY OF DATA ROBERT GHRIST
- THREE EXAMPLES OF APPLIED & COMPUTATIONAL HOMOLOGY
- Pareto optimal multi-robot coordination with acceleration constraints Jae Bum Jung
- COORDINATE-FREE COVERAGE IN SENSOR NETWORKS WITH CONTROLLED BOUNDARIES VIA HOMOLOGY
- A Grammatical Approach to Self-Organizing Robotic Systems
- Blind Swarms for Coverage in 2-D Vin de Silva
- COVERAGE AND HOLE-DETECTION IN SENSOR NETWORKS VIA HOMOLOGY Robert Ghrist
- CONTACT TOPOLOGY AND HYDRODYNAMICS II: JOHN ETNYRE AND ROBERT GHRIST
- SAFE COOPERATIVE ROBOT DYNAMICS ON GRAPHS ROBERT W. GHRIST AND DANIEL E. KODITSCHEK
- Shape Complexes for Metamorhpic Robots Robert Ghrist
- CONFIGURATION SPACES AND BRAID GROUPS ON GRAPHS IN ROBOTICS
- CONTACT TOPOLOGY AND HYDRODYNAMICS III: KNOTTED ORBITS
- RESONANT GLUING BIFURCATIONS ROBERT W. GHRIST
- Gradient flows within plane fields JOHN ETNYRE ROBERT GHRIST
- TIGHT CONTACT STRUCTURES VIA DYNAMICS JOHN ETNYRE AND ROBERT GHRIST
- Accumulations of in nite links Robert W. Ghrist1
- BRANCHED TWO-MANIFOLDS SUPPORTING ALL LINKS 1 ROBERT W. GHRIST2
- ELECTRONIC RESEARCH ANNOUNCEMENTS OF THE AMERICAN MATHEMATICAL SOCIETY
- Knotting Within the Gluing Bifurcation Philip Holmes Robert Ghrist
- Spaces: Complexes 20 Chapter 2. Complexes
- Euler Characteristic 38 Chapter 3. Euler Characteristic
- RIPS COMPLEXES OF PLANAR POINT SETS ERIN W. CHAMBERS, VIN DE SILVA, JEFF ERICKSON, AND ROBERT GHRIST
- Elementary Applied Topology Robert Ghrist
- Bitbots: Simple Robots Solving Complex Tasks Anna Yershova
- COMPUTING PARETO OPTIMAL COORDINATIONS ON ROADMAPS ROBERT GHRIST, JASON M. O'KANE, AND STEVEN M. LAVALLE
- FLOWLINES TRANSVERSE TO KNOT AND LINK FIBRATIONS Robert Ghrist and Eiko Kin
- Grammatical Self Assembly for Planar Tiles Robert Ghrist and David Lipsky
- Braid Floer homology1 J.B. van den Berga, R.W. Ghristb, R.C. Vandervorsta and W. Wojcika
- Euler-Bessel and Euler-Fourier Transforms Robert Ghrist
- Noname manuscript No. (will be inserted by the editor)
- AN INDEX FOR CLOSED ORBITS IN BELTRAMI FIELDS JOHN ETNYRE AND ROBERT GHRIST
- Tight contact structures and Anosov JOHN ETNYRE ROBERT GHRIST
- An ODE whose solutions contain all knots and links
- Braids and Differential Equations Robert Ghrist
- CLOSED CHARACTERISTICS OF FOURTH-ORDER TWIST SYSTEMS VIA BRAIDS
- MORSE THEORY ON SPACES OF BRAIDS AND LAGRANGIAN DYNAMICS R.W. GHRIST, J.B. VAN DEN BERG, AND R.C. VANDERVORST
- SURROUNDING NODES IN COORDINATE-FREE NETWORKS
- Graph Grammars for Self Assembling Robotic Systems
- CONTACT TOPOLOGY AND HYDRODYNAMICS I: Beltrami fields and the Seifert Conjecture
- Spaces: Manifolds 2 Chapter 1. Manifolds
- HOMOLOGICAL SENSOR Vin de Silva 1
- STRATIFIED INTEGRALS AND UNKNOTS IN INVISCID FLOWS
- THE GEOMETRY AND TOPOLOGY OF RECONFIGURATION R. GHRIST AND V. PETERSON
- TARGET ENUMERATION VIA EULER CHARACTERISTIC INTEGRALS YULIY BARYSHNIKOV AND ROBERT GHRIST
- Chaotic" knots and wild" dynamics1 Robert W. Ghrist2
- Target enumeration via integration over planar sensor networks
- ON THE CONTACT TOPOLOGY AND GEOMETRY OF IDEAL FLUIDS ROBERT GHRIST
- FINDING TOPOLOGY IN A FACTORY: CONFIGURATION A. ABRAMS AND R. GHRIST
- Inversion of Euler integral transforms with applications to sensor data
- Proceedings of Symposia in Applied Mathematics Euler Calculus with Applications to1
- Toward the Regulation and Composition of Cyclic Behaviors
- COVERAGE IN SENSOR NETWORKS VIA PERSISTENT HOMOLOGY VIN DE SILVA AND ROBERT GHRIST
- STATE COMPLEXES FOR METAMORPHIC ROBOTS A. ABRAMS AND R. GHRIST
- From Morse-Smale to all Knots and Links Robert Ghrist Todd Young
- Contemporary Mathematics WINDING NUMBERS FOR NETWORKS WITH WEAK
- 98 Chapter 6. Cohomology +ohomology mirrors homology with all the arrows reversed. The duality implicit
- 58 Chapter 4. Homology ,ecomposing a space into cells, counting, and canceling according to parity of
- 76 Chapter 5. Sequences 0omology takes as its input a chain complex a hierarchical assembly line of
