34 results on '"Tucker, Warwick"'
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2. The Songling system has exactly four limit cycles
3. Rigorous integration of smooth vector fields around spiral saddles with an application to the cubic Chua's attractor
4. Efficient and Validated Numerical Evaluation of Abelian Integrals.
5. Nowhere coexpanding functions.
6. Fixed points of a destabilized Kuramoto–Sivashinsky equation
7. A database of rigorous and high-precision periodic orbits of the Lorenz model
8. Invertibility Properties of Singular Integral Operators Associated with the Lamé and Stokes Systems on Infinite Sectors in Two Dimensions
9. Computer-assisted techniques for the verification of the Chebyshev property of Abelian integrals
10. Enclosing all zeros of an analytic function — A rigorous approach
11. A rigorous lower bound for the stability regions of the quadratic map
12. A computer-assisted proof of the existence of traveling wave solutions to the scalar Euler equations with artificial viscosity
13. Optimal Design in Population Kinetic Experiments by Set-Valued Methods
14. On a computer-aided approach to the computation of Abelian integrals
15. A Note on the Convergence of Parametrised Non-Resonant Invariant Manifolds
16. Parameter Reconstruction for Biochemical Networks Using Interval Analysis
17. A Rigorous ODE Solver and Smale’s 14th Problem
18. Non-uniformly expanding dynamics in maps with singularities and criticalities
19. Vector Calculus, Linear Algebra, and Differential Forms: A Unified Approach John H. Hubbard Barbara Burke Hubbard
20. Computing accurate Poincaré maps
21. The Lorenz attractor exists
22. Is the Hénon attractor chaotic?
23. There and back again: Split and prune to tighten.
24. Combination of exhaustive search and continuation method for the study of sinks in the Hénon map.
25. NUMERICAL STUDY OF COEXISTING ATTRACTORS FOR THE HÉNON MAP.
26. VALIDATED STUDY OF THE EXISTENCE OF SHORT CYCLES FOR CHAOTIC SYSTEMS USING SYMBOLIC DYNAMICS AND INTERVAL TOOLS.
27. AN IMPROVED LOWER BOUND ON THE NUMBER OF LIMIT CYCLES BIFURCATING FROM A HAMILTONIAN PLANAR VECTOR FIELD OF DEGREE 7.
28. AN IMPROVED LOWER BOUND ON THE NUMBER OF LIMIT CYCLES BIFURCATING FROM A QUINTIC HAMILTONIAN PLANAR VECTOR FIELD UNDER QUINTIC PERTURBATION.
29. AUTOMATED COMPUTATION OF ROBUST NORMAL FORMS OF PLANAR ANALYTIC VECTOR FIELDS.
30. A rigorous study of possible configurations of limit cycles bifurcating from a hyper-elliptic Hamiltonian of degree five.
31. Rigorous parameter reconstruction for differential equations with noisy data
32. Interval analysis techniques for boundary value problems of elasticity in two dimensions
33. Is the Hénon attractor chaotic?
34. On the structure of existence regions for sinks of the Hénon map
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