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Number of items: 131.
2013
| Barany, I and Blagojevic, P and Blagojevic, AD (2013) Functions, Measures, and Equipartitioning Convex k-Fans. DISCRETE & COMPUTATIONAL GEOMETRY , 49 (2) 382 - 401. 10.1007/s00454-012-9467-8. |
| Barany, I and Ginzburg, BD and Grinberg, VS (2013) 2013 Unit Vectors in the Plane. |
| Barany, I and Itoh, J-I and Vilcu, C and Zamfirescu, T (2013) Every point is critical. ADVANCES IN MATHEMATICS , 235 390 - 397. 10.1016/j.aim.2012.12.002. |
| Barany, I and Steiger, W (2013) On the variance of random polygons. COMPUTATIONAL GEOMETRY-THEORY AND APPLICATIONS , 46 (2) 173 - 180. 10.1016/j.comgeo.2012.01.003. |
2012
| Barany, I (2012) On a question of V. I. Arnol'd. ACTA MATHEMATICA HUNGARICA , 137 (1-2) 72 - 81. 10.1007/s10474-012-0219-2. |
| Barany, I and Enriquez, N (2012) Jarnik's convex lattice n-gon for non-symmetric norms. MATHEMATISCHE ZEITSCHRIFT , 270 (3-4) 627 - 643. 10.1007/s00209-010-0816-0. |
| Barany, I and Karasev, R (2012) Notes About the Caratheodory Number. DISCRETE & COMPUTATIONAL GEOMETRY , 48 (3) 783 - 792. 10.1007/s00454-012-9439-z. |
| Barany, I and Maehara, H and Tokushige, N (2012) Tetrahedra passing through a triangular hole, and tetrahedra fixed by a planar frame. COMP GEOM-THEOR APPL , 45 (1-2) 14 - 20. 10.1016/j.comgeo.2011.07.004. |
| Bárány, I and Marckert, JF and Reitzner, M (2012) Many empty triangles have a common edge. |
2011
| Barany, I and Montejano, L and Oliveros, D (2011) Special Issue: Transversal and Helly-type Theorems in Geometry, Combinatorics, and Topology Foreword. DISCRETE COMPUT GEOM , 45 (2) 221 - 222. 10.1007/s00454-010-9289-5. |
2010
| Barany, I and Blagojevic, P and Szucs, A (2010) Equipartitioning by a convex 3-fan. ADV MATH , 223 (2) 579 - 593. 10.1016/j.aim.2009.08.016. |
| Barany, I and Fodor, F and Vigh, V (2010) INTRINSIC VOLUMES OF INSCRIBED RANDOM POLYTOPES IN SMOOTH CONVEX BODIES. ADV APPL PROBAB , 42 (3) 605 - 619. |
| Barany, I and Por, A (2010) INFINITE PATHS WITH NO SMALL ANGLES. MATHEMATIKA , 56 (1) 26 - 34. 10.1112/S0025579309000369. |
| Barany, I and Reitzner, M (2010) On the variance of random polytopes. ADV MATH , 225 (4) 1986 - 2001. 10.1016/j.aim.2010.04.012. |
| Barany, I and Reitzner, M (2010) POISSON POLYTOPES. ANN PROBAB , 38 (4) 1507 - 1531. 10.1214/09-AOP514. |
2009
| Barany, I and Ambrus, G (2009) Longest convex chains, {\it Random Structures and Alg.} {\bf 35} (2009), 137--162, (with G. Ambrus). Random Structures and Algorithms , 35 137 - 162. |
| Barany, I and Arocha, J and Bracho, X and Fabilla, R and Montajano, L (2009) Very Colourful theorems. Discrete and Computational Geometry , 42 142 - 154. |
| Barany, I and Por, A and Valtr, P (2009) PATHS WITH NO SMALL ANGLES. SIAM J DISCRETE MATH , 23 (4) 1655 - 1666. 10.1137/080716931. |
2008
| Barany, I (2008) Extremal problems for convex lattice polytopes: a survey. In: Goodman, JE and Pach, J and Pollack, R, (eds.) SURVEYS ON DISCRETE AND COMPUTATIONAL GEOMETRY: TWENTY YEARS LATER. (pp. 87 - 103). AMER MATHEMATICAL SOC |
| Barany, I (2008) Extremal problems for convex lattice polytopes: a survey, in: Contemporary Mathematics {\bf 453}, Surveys on Discrete and Comp. Geometry, Ed.: J. E. Gooodman et al. AMS, Providence, RI (2008), 87-103. Contemporary Mathematics , 453 87 - 103. |
| Barany, I (2008) On the power of linear dependencies. In: Grotschel, M and Katona, GOH, (eds.) Building Bridges. (31 - 46). Springer |
| Barany, I (2008) Random points and lattice points in convex bodies. B AM MATH SOC , 45 (3) 339 - 365. |
| Barany, I and Hubard, A and Jeronimo, J (2008) Slicing convex sets and measures by a hyperplane. DISCRETE & COMPUTATIONAL GEOMETRY , 39 (1-3) 67 - 75. 10.1007/s00454-007-9021-2. |
| Barany, I and Por, A and Valtr, P (2008) Paths with no small angles. In: Laber, ES and Bornstein, C and Nogueira, LT and Faria, L, (eds.) LATIN 2008: THEORETICAL INFORMATICS. (pp. 654 - 663). SPRINGER-VERLAG BERLIN |
| Barany, I and Vu, V (2008) Central limit theorems for Gaussian polytopes (vol 35, pg 1593, 2007). ANN PROBAB , 36 (5) 1998 - 1998. 10.1214/07-AOP378. |
2007
| Barany, I (2007) The chance that a convex body is lattice-point free: A relative of Buffon's needle problem. RANDOM STRUCT ALGOR , 30 (3) 414 - 426. 10.1002/rsa.20138. |
| Barany, I (2007) Convex bodies, random polytopes, and approximation. In: Weil, W, (ed.) Stochastic Geometry. (77 - 114). Springer: Berlin, Heidelberg, New York. |
| Barany, I (2007) Random polytopes, convex bodies, and approximation. In: Baddeley, A and Barany, I and Schneider, R and Weil, W, (eds.) STOCHASTIC GEOMETRY. (pp. 77 - 118). SPRINGER-VERLAG BERLIN |
| Barany, I and Matousek, J (2007) Packing cones and their negatives in space. DISCRETE COMPUT GEOM , 38 (2) 177 - 187. 10.1007/s00454-007-1332-9. |
| Barany, I and Matousek, J (2007) Quadratic lower bound for the number of colourful simplices. SIAM Journal on Discrete Mathematics , 21 191 - 198. |
| Barany, I and Matousek, J (2007) Quadratically many colorful simplices. SIAM J DISCRETE MATH , 21 (1) 191 - 198. 10.1137/050643039. |
| Barany, I and Pach, J (2007) Special issue dedicated to the memory of Laszlo Fejes Toth - Foreword. DISCRETE COMPUT GEOM , 38 (2) 175 - 176. |
| Barany, I and Vempala, S and Vetta, A (2007) Nash equilibria in random games. RANDOM STRUCT ALGOR , 31 (4) 391 - 405. 10.1002/rsa.20199. |
| Barany, I and Vu, V (2007) Central limit theorems for Gaussian polytopes. ANN PROBAB , 35 (4) 1593 - 1621. 10.1214/009117906000000791. |
2006
| Barany, I (2006) On maximal convex lattice polygons inscribed in a plane convex set. ISR J MATH , 154 337 - 360. |
| Barany, I and Doerr, B (2006) Balanced partitions of vector sequences. LINEAR ALGEBRA APPL , 414 (2-3) 464 - 469. 10.1016/j.laa.2005.10.024. |
| Barany, I and Matousek, J (2006) Berge's theorem, fractional Helly, and art galleries. DISCRETE MATH , 306 (19-20) 2303 - 2313. 10.1016/j.disc.2005.12.028. |
| Barany, I and Rote, G (2006) Strictly convex drawings of planar graphs. DOC MATH , 11 369 - 391. |
2005
| Barany, I (2005) Discrete and convex geometry. UNSPECIFIED |
| Barany, I (2005) Geometric applications of graph and hypergraph theory. In: Goodman, JE and Wezlzl, E, (eds.) Combinatorial and computational geometry. (31 - 50). Cambridge University Press |
| Barany, I and Fukuda, K (2005) A case when the union of polytopes is convex. LINEAR ALGEBRA APPL , 397 381 - 388. |
| Barany, I and Matousek, J (2005) The randomized integer convex hull. DISCRETE COMPUT GEOM , 33 (1) 3 - 25. 10.1007/s00454-003-0836-1. |
| Barany, I and Matousek, J (2005) Randomized integer hull. Discrete and Computational Geometry , 33 3 - 25. |
| Barany, I and Simanyi, N (2005) A Note on the Size of the Largest Ball Inside a Convex Polytope. Period. Math. Hungar. Vol. 51, No. 2 (2005), pp. 15-18 10.1007/s10998-005-0026-4. |
| Barany, I and Vempala, S and Vetta, A (2005) Nash equilibria in random games. In: 46th Annual IEEE Symposium on Foundations of Computer Science, Proceedings. (pp. 123 - 131). IEEE COMPUTER SOC |
2004
| Barany, I (2004) Random polytopes in smooth convex bodies. [Corrigendum]. MATHEMATIKA , 51 (1-2) 31 - 31. 10.1112/S0025579300015485. |  |
| Barany, I and Tokushige, N (2004) The minimum area of convex lattice n-gons. COMBINATORICA , 24 (2) 171 - 185. 10.1007/s00493-004-0012-0. |
| Barany, I and Valtr, P (2004) Planar point sets with a small number of empty convex polygons. STUD SCI MATH HUNG , 41 (2) 243 - 266. |
| Barany, I and Valtr, P (2004) Planar point sets with few empty convex polygons. Studia Mathematica Hungarica , 41 243 - 266. |
| Bárány, I. and Tokushige, N. (2004) The minimum area of convex lattice n-Gons. Combinatorica , 24 (2) pp. 171-185. 10.1007/s00493-004-0012-0. |
2003
| UNSPECIFIED (2003) A fractional Helly theorem for convex lattice sets. Advances in Mathematics , 174 227 - 235. 10.1016/S0001-8708(2)00037-3. |
| Barany, I and Boroczky, J (2003) Integer points on the boundary of the integer hull. In: Bezdek, A, (ed.) Discrete Geometry. (33 - 48). Marcel Dehler: New York. |
| Barany, I and Kuperberg, K and Zamfirescu, T (2003) Total curvature and spiralling shortest paths. DISCRETE COMPUT GEOM , 30 (2) 167 - 176. 10.1007/s00454-003-0001-z. |
| Barany, I and Matousek, J (2003) A fractional Helly theorem for convex lattice sets. ADV MATH , 174 (2) 227 - 235. 10.1016/S0001-8708(02)00037-3. |
| Bárány, I (2003) Random points, convex bodies, lattices. In: Proceedings of the ICM, Beijing 2002, vol. 3, 527--536. |
| Bárány, I. and Matousek, J. (2003) A fractional Helly theorem for convex lattice sets. Advances in Mathematics , 174 (2) pp. 227-235. 10.1016/S0001-8708(02)00037-3. |
2002
| UNSPECIFIED (2002) Approximation by random polytopes is of low complexity. Rendiconti del Circolo Matematico di Palermo , 70 53 - 56. |
| Barany, I and Matousek, J (2002) Equipartition of two measures by a 4-fan. DISCRETE COMPUT GEOM , 27 (3) 293 - 301. 10.1007/s00454-001-0071-6. |
2001
| Barany, I (2001) A note on Sylvester's four-point problem. STUD SCI MATH HUNG , 38 73 - 77. |
| Barany, I and Furedi, Z (2001) On the lattice diameter of a convex polygon. DISCRETE MATH , 241 (1-3) 41 - 50. |
| Barany, I and Karolyi, G (2001) Problems and results around the Erdos-Szekeres convex polygon theorem. In: Akiyama, J and Kano, M and Urabe, M, (eds.) DISCRETE AND COMPUTATIONAL GEOMETRY. (pp. 91 - 105). SPRINGER-VERLAG BERLIN |
| Barany, I and Karolyi, G (2001) Problems and results around the Erdos-Szekeres Theorem. In: (Proceedings) Japanese Conference on Discrete Computational Geometry (2000). (pp. 91 - 105). |
| Barany, I and Matousek, J (2001) Simultaneous partitions of measures by k-fans. DISCRETE COMPUT GEOM , 25 (3) 317 - 334. |
| Barany, I and Por, A (2001) On 0-1 polytopes with many facets. ADV MATH , 161 (2) 209 - 228. 10.1006/aima.2001.1991. |
| Barany, I and Por, A (2001) On 0-1 polytopes with many facets. Advances in Mathematics , 161 209 - 228. 10.1000/aima.2001.1991. |
| Bárány, I and Harcos, G and Pach, J and Tardos, G (2001) Covering lattice points by subspaces. Period. Math. Hung. 43 (2001), 93-103 |
| Bárány, I. and Pór, A. (2001) On 0-1 polytopes with many facets. Advances in Mathematics , 161 (2) pp. 209-228. 10.1006/aima.2001.1991. |
2000
| Barany, I (2000) The techhnique of M-regions and cap-coverings: a survey. Rendiconti di Palermo , 65 21 - 38. |
| Barany, I and Kantor, JM (2000) On the number of lattice free polytopes. EUR J COMBIN , 21 (1) 103 - 110. |
| Barany, I and Kantor, JM (2000) On the number of empty simplices. European Journal of Combinatorics , 21 103 - 110. |
| Barany, I and Rote, G and Steiger, W and Zhang, CH (2000) A central limit theorem for convex chains in the square. DISCRETE COMPUT GEOM , 23 (1) 35 - 50. |
| Barany, I and Rote, G and Steiger, W and Zhang, CH (2000) Central limit theorem for random convex chains. Discrete and Computational Geometry , 23 35 - 50. |
1999
| Barany, I (1999) Sylvester's question: The probability that n points are in convex position. ANN PROBAB , 27 (4) 2020 - 2034. |
| Barany, I (1999) On a question of Sylvester. In: Lectures at the Session. (pp. 111 - 116). : Budapest. |
| Bárány, I and Kantor, JM (1999) Universal Counting of Lattice Points in Polytopes. |
1998
| Barany, I and Larman, DG (1998) The convex hull of the integer points in a large ball. MATH ANN , 312 (1) 167 - 181. |
| Barany, I and Scarf, H (1998) Matrices with identical sets of neighbors. MATH OPER RES , 23 (4) 863 - 873. |
| Barany, I and Scarf, HE and Shallcross, D (1998) The topological structure of maximal lattice free convex bodies: The general case. MATH PROGRAM , 80 (1) 1 - 15. |
| Barany, I and Valtr, P (1998) A positive fraction Erdos-Szekeres theorem. DISCRETE COMPUT GEOM , 19 (3) 335 - 342. |
1997
| Barany, I (1997) Affine perimeter and limit shape. J REINE ANGEW MATH , 484 71 - 84. |
| Barany, I and Dalla, L (1997) Few points to generate a random polytope. MATHEMATIKA , 44 (2) 325 - 331. 10.1112/S0025579300012638. |
| Barany, I and Onn, S (1997) Colourful linear programming and its relatives. MATH OPER RES , 22 (3) 550 - 567. |
| Barany, I and Onn, S (1997) Caratheodory's theorem, colourful and applicable. In: Barany, I and Boroczky, K, (eds.) INTUITIVE GEOMETRY. (pp. 11 - 21). BOLYAI JANOS MATEMATIKA TARSULAT |
1996
| Barany, I and Beardon, AF and Carne, TK (1996) Barycentric subdivision of triangles and semigroups of Mobius maps. MATHEMATIKA , 43 (1) 165 - 171. 10.1112/S0025579300011669. |
1995
| BARANY, I (1995) THE LIMIT SHAPE OF CONVEX LATTICE POLYGONS. DISCRETE COMPUT GEOM , 13 (3-4) 279 - 295. |
| BARANY, I and BUNTING, H and LARMAN, DG and PACH, J (1995) RICH CELLS IN AN ARRANGEMENT OF HYPERPLANES. LINEAR ALGEBRA APPL , 228 567 - 575. |
| BARANY, I and PACH, J (1995) FOREWORD. DISCRETE COMPUT GEOM , 13 (3-4) 243 - 244. |
1994
| BARANY, I and HEPPES, A (1994) ON THE EXACT CONSTANT IN THE QUANTITATIVE STEINITZ THEOREM IN THE PLANE. DISCRETE COMPUT GEOM , 12 (4) 387 - 398. |
| BARANY, I and HOWE, R and SCARF, HE (1994) THE COMPLEX OF MAXIMAL LATTICE FREE SIMPLICES. MATH PROGRAM , 66 (3) 273 - 281. |
| BARANY, I and STEIGER, W (1994) ON THE EXPECTED NUMBER OF K-SETS. DISCRETE COMPUT GEOM , 11 (3) 243 - 263. |
1993
| BARANY, I and BUCHTA, C (1993) RANDOM POLYTOPES IN A CONVEX POLYTOPE, INDEPENDENCE OF SHAPE, AND CONCENTRATION OF VERTICES. MATH ANN , 297 (3) 467 - 497. |
| BARANY, I and FRANKL, P and MAEHARA, H (1993) REFLECTING A TRIANGLE IN THE PLANE. GRAPH COMBINATOR , 9 (2) 97 - 104. |
| BARANY, I and VITALE, RA (1993) RANDOM CONVEX HULLS - FLOATING BODIES AND EXPECTATIONS. J APPROX THEORY , 75 (2) 130 - 135. |
1992
| BARANY, I (1992) RANDOM POLYTOPES IN SMOOTH CONVEX-BODIES. MATHEMATIKA , 39 (1) 81 - 92. 10.1112/S0025579300006872. |
| BARANY, I (1992) FAIR DISTRIBUTION PROTOCOLS OR HOW THE PLAYERS REPLACE FORTUNE. MATH OPER RES , 17 (2) 327 - 340. |
| BARANY, I and HOWE, R and LOVASZ, L (1992) ON INTEGER POINTS IN POLYHEDRA - A LOWER BOUND. COMBINATORICA , 12 (2) 135 - 142. |
| BARANY, I and LARMAN, DG (1992) A COLORED VERSION OF TVERBERGS THEOREM. J LOND MATH SOC , 45 314 - 320. |
| BARANY, I and LEE, J and SHUBIK, M (1992) CLASSIFICATION OF 2-PERSON ORDINAL BIMATRIX GAMES. INT J GAME THEORY , 21 (3) 267 - 290. |
1990
| BARANY, I (1990) ON AFFINELY EMBEDDABLE SETS IN THE PROJECTIVE PLANE. ACTA MATH HUNG , 56 (1-2) 137 - 141. |
| BARANY, I and FUREDI, Z and LOVASZ, L (1990) ON THE NUMBER OF HALVING PLANES. COMBINATORICA , 10 (2) 175 - 183. |
| BARANY, I and LARMAN, DG (1990) A COMBINATORIAL PROPERTY OF POINTS AND ELLIPSOIDS. DISCRETE COMPUT GEOM , 5 (4) 375 - 382. |
| BARANY, I and PERLES, M (1990) THE CARATHEODORY NUMBER FOR THE K-CORE. COMBINATORICA , 10 (2) 185 - 194. |
| BARANY, I and ZAMFIRESCU, T (1990) DIAMETERS IN TYPICAL CONVEX-BODIES. CAN J MATH , 42 (1) 50 - 61. |
1989
| BARANY, I (1989) INTRINSIC VOLUMES AND F-VECTORS OF RANDOM POLYTOPES. MATH ANN , 285 (4) 671 - 699. |
| BARANY, I and SCHMERL, JH and SIDNEY, SJ and URRUTIA, J (1989) A COMBINATORIAL RESULT ABOUT POINTS AND BALLS IN EUCLIDEAN-SPACE. DISCRETE COMPUT GEOM , 4 (3) 259 - 262. |
1988
| BARANY, I and DOLBILIN, NP (1988) A STABILITY PROPERTY OF THE DENSEST CIRCLE PACKING. MONATSH MATH , 106 (2) 107 - 114. |
| BARANY, I and FUREDI, Z (1988) APPROXIMATION OF THE SPHERE BY POLYTOPES HAVING FEW VERTICES. P AM MATH SOC , 102 (3) 651 - 659. |
| BARANY, I and FUREDI, Z (1988) ON THE SHAPE OF THE CONVEX-HULL OF RANDOM POINTS. PROBAB THEORY REL , 77 (2) 231 - 240. |
| BARANY, I and LARMAN, DG (1988) CONVEX-BODIES, ECONOMIC CAP COVERINGS, RANDOM POLYTOPES. MATHEMATIKA , 35 (70) 274 - 291. 10.1112/S0025579300015266. | |
1987
| BARANY, I (1987) AN EXTENSION OF THE ERDOS-SZEKERES THEOREM ON LARGE ANGLES. COMBINATORICA , 7 (2) 161 - 169. |
| BARANY, I and FUREDI, Z (1987) EMPTY SIMPLICES IN EUCLIDEAN-SPACE. CAN MATH BULL , 30 (4) 436 - 445. |
| BARANY, I and FUREDI, Z (1987) COMPUTING THE VOLUME IS DIFFICULT. DISCRETE COMPUT GEOM , 2 (4) 319 - 326. |
| BARANY, I and LEHEL, J (1987) COVERING WITH EUCLIDEAN BOXES. EUR J COMBIN , 8 (2) 113 - 119. |
1986
| BARANY, I and EDMONDS, J and WOLSEY, LA (1986) PACKING AND COVERING A TREE BY SUBTREES. COMBINATORICA , 6 (3) 221 - 233. |
| BOROCZKY, K and BARANY, I and MAKAI, E and PACH, J (1986) MAXIMAL VOLUME ENCLOSED BY PLATES AND PROOF OF THE CHESSBOARD CONJECTURE. DISCRETE MATH , 60 101 - 120. |
1984
| BARANY, I and FUREDI, Z and PACH, J (1984) DISCRETE CONVEX-FUNCTIONS AND PROOF OF THE 6 CIRCLE CONJECTURE OF FEJES TOTH. CAN J MATH , 36 (3) 569 - 576. |
| BARANY, I and KATCHALSKI, M and PACH, J (1984) HELLY THEOREM WITH VOLUMES. AM MATH MON , 91 (6) 362 - 365. |
| BARANY, I and VANROY, T and WOLSEY, LA (1984) UNCAPACITATED LOT-SIZING - THE CONVEX-HULL OF SOLUTIONS. MATH PROGRAM STUD , 22 (DEC) 32 - 43. |
| BARANY, I and VANROY, TJ and WOLSEY, LA (1984) STRONG FORMULATIONS FOR MULTI-ITEM CAPACITATED LOT SIZING. MANAGE SCI , 30 (10) 1255 - 1261. |
1983
| BARANY, I and FUREDI, Z (1983) MENTAL POKER WITH 3 OR MORE PLAYERS. INFORM CONTROL , 59 (1-3) 84 - 93. |
1982
| BARANY, I (1982) A GENERALIZATION OF CARATHEODORYS THEOREM. DISCRETE MATH , 40 (2-3) 141 - 152. |
| BARANY, I and KATCHALSKI, M and PACH, J (1982) QUANTITATIVE HELLY-TYPE THEOREMS. P AM MATH SOC , 86 (1) 109 - 114. |
| BARANY, I and LOVASZ, L (1982) BORSUK THEOREM AND THE NUMBER OF FACETS OF CENTRALLY SYMMETRIC POLYTOPES. ACTA MATH ACAD SCI H , 40 (3-4) 323 - 329. |
1981
| BARANY, I (1981) A VECTOR-SUM THEOREM AND ITS APPLICATION TO IMPROVING FLOW-SHOP GUARANTEES. MATH OPER RES , 6 (3) 445 - 452. |
| BARANY, I and GRINBERG, VS (1981) ON SOME COMBINATORIAL QUESTIONS IN FINITE-DIMENSIONAL SPACES. LINEAR ALGEBRA APPL , 41 (DEC) 1 - 9. |
| BARANY, I and SHLOSMAN, SB and SZUCS, A (1981) ON A TOPOLOGICAL GENERALIZATION OF A THEOREM OF TVERBERG. J LOND MATH SOC , 23 (FEB) 158 - 164. |
1980
| BARANY, I (1980) BORSUK THEOREM THROUGH COMPLEMENTARY PIVOTING. MATH PROGRAM , 18 (1) 84 - 88. |
1979
| BAJMOCZY, EG and BARANY, I (1979) ON A COMMON GENERALIZATION OF BORSUK AND RADON THEOREM. ACTA MATH ACAD SCI H , 34 (3-4) 347 - 350. |
| BARANY, I (1979) CLASS OF BALANCING GAMES. J COMB THEORY A , 26 (2) 115 - 126. |
1978
| BARANY, I (1978) SHORT PROOF OF KNESER CONJECTURE. J COMB THEORY A , 25 (3) 325 - 326. |
NULL
| Barany, I and Blagojevic, P and Szucs, A Equipartitions by convex 3-fans. Advances in Mathematics |