104 results on '"RUAN, HUO-JUN"'
Search Results
2. Box dimension of generalized affine fractal interpolation functions
3. A separation property for iterated function systems of similitudes
4. An intersection problem of graph-directed attractors and an application
5. On the existence of cut points of connected generalized Sierpinski carpets
6. Connectedness and local cut points of generalized Sierpinski carpets
7. Geodesic metrics on fractals and applications to heat kernel estimates
8. Gap sequences and Topological properties of Bedford-McMullen sets
9. Construction and box dimension of recurrent fractal interpolation surfaces
10. Metrics on the Sierpinski carpet by weight functions
11. Lipschitz equivalence of Cantor sets and irreducibility of polynomials
12. Energy and Laplacian of Fractal Interpolation Functions
13. Box dimension of generalized affine fractal interpolation functions
14. CORRECTION TO ‘EXISTENCE AND BOX DIMENSION OF GENERAL RECURRENT FRACTAL INTERPOLATION FUNCTIONS’
15. Lipschitz Equivalence of Self-Similar Sets: Algebraic and Geometric Properties
16. Gap sequences of fractal squares
17. Lipschitz equivalence of self-similar sets with touching structures
18. The resolvent kernel for PCF self-similar fractals
19. CORRECTION TO 'EXISTENCE AND BOX DIMENSION OF GENERAL RECURRENT FRACTAL INTERPOLATION FUNCTIONS'.
20. On the existence of cut points of connected generalized Sierpiński carpets
21. Topological invariants and Lipschitz equivalence of fractal squares
22. On separation properties for iterated function systems of similitudes
23. Energy and Laplacian of fractal interpolation functions
24. A Counterexample to the “Hot Spots” Conjecture on Nested Fractals
25. Gap sequences and Topological properties of Bedford–McMullen sets*
26. The “hot spots” conjecture on the level-3 Sierpinski gasket
27. LIPSCHITZ EQUIVALENCE OF CANTOR SETS AND ALGEBRAIC PROPERTIES OF CONTRACTION RATIOS
28. The “hot spots” conjecture for the Sierpinski gasket
29. THE RESOLVENT KERNEL FOR PCF SELF-SIMILAR FRACTALS
30. Some properties of fractal interpolation functions on Sierpinski gasket
31. WHEN DOES A BEDFORD–MCMULLEN CARPET HAVE EQUAL HAUSDORFF AND TOPOLOGICAL HAUSDORFF DIMENSIONS?
32. Gap sequences and Topological properties of Bedfordâ€"McMullen sets.
33. Construction and box dimension of recurrent fractal interpolation surfaces
34. Lipschitz equivalence of generalized {1,3,5}-{1,4,5} self-similar sets
35. Sliding of self-similar sets
36. EXISTENCE AND BOX DIMENSION OF GENERAL RECURRENT FRACTAL INTERPOLATION FUNCTIONS
37. Lipschitz equivalence of self-similar sets
38. Maximal operators and Fourier transforms of self-similar measures
39. RECURRENT FRACTAL INTERPOLATION SURFACES ON TRIANGULAR DOMAINS
40. Counterexamples in parameter identification problem of the fractal interpolation functions
41. EXISTENCE AND BOX DIMENSION OF GENERAL RECURRENT FRACTAL INTERPOLATION FUNCTIONS.
42. BOX DIMENSION OF BILINEAR FRACTAL INTERPOLATION SURFACES
43. LIPSCHITZ EQUIVALENCE OF CANTOR SETS AND IRREDUCIBILITY OF POLYNOMIALS
44. The "hot spots" conjecture on higher dimensional Sierpinski gaskets
45. A Counterexample to the 'Hot Spots' Conjecture on Nested Fractals.
46. FRACTAL INTERPOLATION SURFACES ON RECTANGULAR GRIDS
47. Lipschitz equivalence of self-similar sets with touching structures
48. Lipschitz Equivalence of Self-Similar Sets: Algebraic and Geometric Properties
49. Covering Maps and Periodic Functions on Higher Dimensional Sierpinski Gaskets
50. FRACTAL INTERPOLATION FUNCTIONS ON POST CRITICALLY FINITE SELF-SIMILAR SETS
Catalog
Books, media, physical & digital resources
Discovery Service for Jio Institute Digital Library
For full access to our library's resources, please sign in.