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Badania naukowe

Lista recenzowanych  publikacji naukowych

 

1.      I. Herburt, Metric Incidence Structures, Bull. Acad. Polon., 32, 1984, 223-232.

2.      I. Herburt, M. Moszyńska, On intrinsic embeddings, Glas. Mat. 22, 1987, 421-427.

3.      I. Herburt, Some remarks on the completion of uniformly geometrically acceptable spaces, Bull. Acad. Polon., 36,1988, 161-167.

4.      I. Herburt, On intrinsic isometries and rigid subsets of Euclidean spaces, Demonstratio Math., 4, 1989, 1205-1227.

5.      I. Herburt, M. Moszyńska, On metric products, Coll. Math., 62, 1991, 121-133.

6.      I. Herburt, Rigidity of products, Geom. Dedicata, 46, 1993, 241-248.

7.      I. Herburt, Some n-1 dimensional rigid sets in Rn, Geom. Dedicata, 49, 1994, 221-230.

8.      I. Herburt, There is no cancellation law for metric products, Coll. Math. Janos Bolyai math. Soc., 63, 1994, 156-160.

9.      I. Herburt, M. Moszyńska, K. Rudnik, Intrinsic invariance of fractal dimension, Geom. Dedicata, 57, 1995, 1-10.

10.   I. Herburt, M. Moszyńska, K. Rudnik, Spaces with intrinsically invariant fractal dimensions, Glas. Mat., 30, 1996, 193-207.

11.   P. Brass, I. Herburt, On point sets fixing a convex body from within, Contributions to Algebra and Geometry, 38, 1997, 87-90.

12.  I. Herburt, S. Ungar, Rigid sets of dimension n-1 in Rn, Geom. Dedicata, 76, 1999, 331-339.

13.  I. Herburt, R. Małysz, On convergence of box dimension of fractal interpolation stochastic processes, Demonstratio Math.  33 (4) , 2000, 873-888.

14.  I. Herburt, On convex hulls of star sets, Bull. Acad. Polon., 49 (4), 2001, 433-440.

15.  I. Herburt, Box dimension of interpolations of self similar processes with stationary increments, Probability and Math. Statistics, 21 (1), 2001, 171-178.

16.  I. Herburt, On the Lipschitz continuity of the center of the minimal ring, Rendiconti Circ. Mat. Palermo, Serie II, 70, 2002, 3

17.  I. Herburt, M. Moszyńska, Z. Peradzyński, Math. Phys.Anal. Geom., 2005 (8), 157-172

18. I. Herburt, On the Uniqueness of  Gravitational Centre, Math. Phys. Anal. Geom. 2007 (10), 251-259.

19. I. Herburt, Location of radial centres if covex bodies, Adv. Geom. 8, 2008, 309-313

20. I. Herburt, M. Moszyńska, Optimal isometries for a pair of compact convex subsets of  Rn, Convex and fractal geometry, Banach Centre Pub. vol. 84, 2009, 111-120

21. I. Herburt, M. Moszyńska, D. Pronk,  Fractal star bodies, Convex and fractal geometry, Banach Centre Pub. vol. 84, 2009, 149-171.

22. I. Herburt, R.Pol, On Lipschitz maps and dimension, Adv. Geom. 2011

23. A. Bogdewicz, I. Herburt, M.Moszyńska, Quotient metrics with applications to convex geometry,   Contributions to Algebra and Geometry, 2011