Citation: I. Benjamini et O. Schramm, EVERY GRAPH WITH A POSITIVE CHEEGER CONSTANT CONTAINS A TREE WITH A POSITIVE CHEEGER CONSTANT, Geometric and functional analysis, 7(3), 1997, pp. 403-419
Authors:
LOHR F
SCHRAMM O
SCHRAUBE P
SROKAPEREZ G
SEEBER S
SCHLEPPLE G
SCHLEGEL W
WANNENMACHER M
Citation: F. Lohr et al., SIMULATION OF 3D-TREATMENT PLANS IN HEAD AND NECK TUMORS AIDED BY MATCHING OF DIGITALLY RECONSTRUCTED RADIOGRAPHS (DRR) AND ONLINE DISTORTION CORRECTED SIMULATOR IMAGES, Radiotherapy and oncology, 45(2), 1997, pp. 199-207
Authors:
TUCHLENSKI A
SCHRAMM O
SEIDELMORGENSTERN A
Citation: A. Tuchlenski et al., STEADY-STATE AND DYNAMIC MASS-TRANSFER OF GASES IN POROUS MATERIALS, Collection of Czechoslovak Chemical Communications, 62(7), 1997, pp. 1043-1056
Authors:
TUCHLENSKI A
SCHRAMM O
SEIDELMORGENSTERN A
Citation: A. Tuchlenski et al., EXPERIMENTAL-STUDY OF THE DIFFUSION OF GAS-MIXTURES IN POROUS SOLIDS, Chemieingenieurtechnik, 69(8), 1997, pp. 1117-1123
Citation: I. Benjamini et O. Schramm, RANDOM-WALKS AND HARMONIC-FUNCTIONS ON INFINITE PLANAR GRAPHS USING SQUARE TILINGS, Annals of probability, 24(3), 1996, pp. 1219-1238
Citation: I. Benjamini et O. Schramm, HARMONIC-FUNCTIONS ON PLANAR AND ALMOST PLANAR GRAPHS AND MANIFOLDS, VIA CIRCLE PACKINGS, Inventiones Mathematicae, 126(3), 1996, pp. 565-587
Citation: Z. Reich et al., CHIRAL DISCRIMINATION IN DNA - PEPTIDE INTERACTIONS INVOLVING CHIRAL DNA MESOPHASES - A GEOMETRIC ANALYSIS, Journal of the American Chemical Society, 118(27), 1996, pp. 6345-6349
Citation: Zx. He et O. Schramm, THE INVERSE RIEMANN MAPPING-THEOREM FOR RELATIVE CIRCLE DOMAINS, Pacific journal of mathematics, 171(1), 1995, pp. 157-165
Citation: Zx. He et O. Schramm, RIGIDITY OF CIRCLE DOMAINS WHOSE BOUNDARY HAS SIGMA-FINITE LINEAR MEASURE, Inventiones Mathematicae, 115(2), 1994, pp. 297-310