31 results on '"RUAN, HUO-JUN"'
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2. Gap sequences of fractal squares
3. Topological invariants and Lipschitz equivalence of fractal squares
4. CORRECTION TO 'EXISTENCE AND BOX DIMENSION OF GENERAL RECURRENT FRACTAL INTERPOLATION FUNCTIONS'.
5. Energy and Laplacian of fractal interpolation functions
6. A Counterexample to the “Hot Spots” Conjecture on Nested Fractals
7. A separation property for iterated function systems of similitudes
8. On the existence of cut points of connected generalized Sierpinski carpets
9. The “hot spots” conjecture on the level-3 Sierpinski gasket
10. LIPSCHITZ EQUIVALENCE OF CANTOR SETS AND ALGEBRAIC PROPERTIES OF CONTRACTION RATIOS
11. The “hot spots” conjecture for the Sierpinski gasket
12. THE RESOLVENT KERNEL FOR PCF SELF-SIMILAR FRACTALS
13. Connectedness and local cut points of generalized Sierpinski carpets
14. Some properties of fractal interpolation functions on Sierpinski gasket
15. Gap sequences and Topological properties of Bedfordâ€"McMullen sets.
16. Lipschitz equivalence of generalized {1,3,5}-{1,4,5} self-similar sets
17. Sliding of self-similar sets
18. Gap sequences and Topological properties of Bedford-McMullen sets
19. Lipschitz equivalence of self-similar sets
20. Maximal operators and Fourier transforms of self-similar measures
21. WHEN DOES A BEDFORD–MCMULLEN CARPET HAVE EQUAL HAUSDORFF AND TOPOLOGICAL HAUSDORFF DIMENSIONS?
22. Counterexamples in parameter identification problem of the fractal interpolation functions
23. EXISTENCE AND BOX DIMENSION OF GENERAL RECURRENT FRACTAL INTERPOLATION FUNCTIONS.
24. Metrics on the Sierpinski carpet by weight functions
25. RECURRENT FRACTAL INTERPOLATION SURFACES ON TRIANGULAR DOMAINS.
26. BOX DIMENSION OF BILINEAR FRACTAL INTERPOLATION SURFACES.
27. A Counterexample to the 'Hot Spots' Conjecture on Nested Fractals.
28. FRACTAL INTERPOLATION SURFACES ON RECTANGULAR GRIDS.
29. FRACTAL INTERPOLATION FUNCTIONS ON POST CRITICALLY FINITE SELF-SIMILAR SETS.
30. Box dimension and fractional integral of linear fractal interpolation functions
31. Lipschitz equivalence of self-similar sets with touching structures.
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