- SOME CHARACTERIZATIONS OF C(M) CHRISTOPHER J. BISHOP
- AN EXPLICIT CONSTANT FOR SULLIVAN'S CONVEX HULL THEOREM
- A quasisymmetric surface with no recti able curves
- WIGGLY SETS AND LIMIT SETS CHRISTOPHER J. BISHOP AND PETER W. JONES
- NON-RECTIFIABLE LIMIT SETS OF DIMENSION ONE CHRISTOPHER J. BISHOP
- A CRITERION FOR THE FAILURE OF RUELLE'S PROPERTY CHRISTOPHER J. BISHOP
- TREE-LIKE DECOMPOSITIONS AND CONFORMAL MAPS CHRISTOPHER J. BISHOP
- Math. Nachr. (1999), Local Spectra and Index of Singular Integral Operators with
- QUADRILATERAL MESHES WITH NO SMALL ANGLES CHRISTOPHER J. BISHOP
- Conformal Distortion in Space Ch. Bishop, V.Ya. Gutlyanski i, O. Martio, M. Vuorinen
- DECREASING DILATATION CAN INCREASE DIMENSION CHRISTOPHER J. BISHOP
- QUASICONFORMAL MAPPINGS WHICH INCREASE DIMENSION
- QUADRILATERAL MESHES FOR PSLGS CHRISTOPHER J. BISHOP
- AN A 1 WEIGHT NOT COMPARABLE WITH ANY QUASICONFORMAL JACOBIAN
- CONFORMAL DIMENSION OF THE ANTENNA SET CHRISTOPHER J. BISHOP AND JEREMY T. TYSON
- A SET CONTAINING RECTIFIABLE ARCS QC-LOCALLY BUT NOT QC-GLOBALLY
- Contemporary Mathematics The law of the iterated logarithm
- THE LINEAR ESCAPE LIMIT SET CHRISTOPHER J. BISHOP
- NONOBTUSE TRIANGULATIONS OF PSLGS CHRISTOPHER J. BISHOP
- BIG DEFORMATIONS NEAR INFINITY CHRISTOPHER J. BISHOP
- QUASICONFORMAL MAPPINGS OF Y-PIECES CHRISTOPHER J. BISHOP
- DIVERGENCE GROUPS HAVE THE BOWEN PROPERTY CHRISTOPHER J. BISHOP
- ORTHOGONAL FUNCTIONS IN H 1 CHRISTOPHER J. BISHOP
- OPTIMAL ANGLE BOUNDS FOR QUADRILATERAL MESHES CHRISTOPHER J. BISHOP
- A RANDOM WALK IN ANALYSIS CHRISTOPHER J. BISHOP
- Packing Dimension and Cartesian Products Christopher J. Bishop 1 Yuval Peres 2
- DISTORTION OF DISKS BY CONFORMAL MAPS CHRISTOPHER J. BISHOP
- CONFORMAL WELDING AND KOEBE'S THEOREM CHRISTOPHER J. BISHOP
- QUASICONFORMAL LIPSCHITZ MAPS, SULLIVAN'S CONVEX HULL THEOREM
- A DISTANCE FORMULA FOR ALGEBRAS ON THE DISK CHRISTOPHER J. BISHOP
- LOCALLY MINIMAL SETS FOR CONFORMAL DIMENSION CHRISTOPHER J. BISHOP AND JEREMY T. TYSON
- QUASICONFORMAL MAPPINGS WHICH INCREASE DIMENSION
- A DISTANCE FORMULA FOR ALGEBRAS ON THE DISK CHRISTOPHER J. BISHOP
- LOCALLY MINIMAL SETS FOR CONFORMAL DIMENSION CHRISTOPHER J. BISHOP AND JEREMY T. TYSON
- DIVERGENCE GROUPS HAVE THE BOWEN PROPERTY CHRISTOPHER J. BISHOP
- A quasisymmetric surface with no rectifiable curves
- COMPACT DEFORMATIONS OF FUCHSIAN GROUPS CHRISTOPHER J. BISHOP AND PETER W. JONES
- HAUSDORFF DIMENSION AND KLEINIAN GROUPS CHRISTOPHER J. BISHOP AND PETER W. JONES
- The Dimension of the Brownian Frontier is Greater Than 1. Christopher J. Bishop1, Peter W. Jones2,
- Conformal Distortion in Space Ch. Bishop, V.Ya. Gutlyanski~i, O. Martio, M. Vuorinen
- BILIPSCHITZ HOMOGENEOUS CURVES IN R 2 ARE QUASICIRCLES
- GEOMETRIC EXPONENTS AND KLEINIAN GROUPS CHRISTOPHER J. BISHOP
- A FAST APPROXIMATION TO THE RIEMANN MAP CHRISTOPHER J. BISHOP
- BILIPSCHITZ APPROXIMATIONS OF QUASICONFORMAL MAPS CHRISTOPHER J. BISHOP
- Contemporary Mathematics The law of the iterated logarithm
- BOUNDARY INTERPOLATION SETS FOR CONFORMAL MAPS CHRISTOPHER J. BISHOP
- Packing Dimension and Cartesian Products Christopher J. Bishop1 Yuval Peres2
- ON A THEOREM OF BEARDON AND MASKIT CHRISTOPHER J. BISHOP
- ORTHOGONAL FUNCTIONS IN H1 CHRISTOPHER J. BISHOP
- SOME CHARACTERIZATIONS OF C(M) CHRISTOPHER J. BISHOP
- TREE-LIKE DECOMPOSITIONS OF SIMPLY CONNECTED CHRISTOPHER J. BISHOP
- ON A THEOREM OF BEARDON AND MASKIT CHRISTOPHER J. BISHOP
- NON-REMOVABLE SETS FOR QUASICONFORMAL AND LOCALLY BILIPSCHITZ MAPPINGS IN R 3 .
- COMPACT DEFORMATIONS OF FUCHSIAN GROUPS CHRISTOPHER J. BISHOP AND PETER W. JONES
- BOUNDARY INTERPOLATION SETS FOR CONFORMAL MAPS CHRISTOPHER J. BISHOP
- BOUNDS FOR THE CRDT CONFORMAL MAPPING CHRISTOPHER J. BISHOP
- CONFORMAL MAPPING IN LINEAR TIME CHRISTOPHER J. BISHOP
- PACIFIC JOURNAL OF MATHEMATICS Vol. 1, No. 1,
- A FAST MAPPING THEOREM FOR POLYGONS CHRISTOPHER J. BISHOP
- INTERPOLATING SEQUENCES FOR THE DIRICHLET SPACE AND ITS MULTIPLIERS
- WIGGLY SETS AND LIMIT SETS CHRISTOPHER J. BISHOP AND PETER W. JONES
- Math. Nachr. (1999), Local Spectra and Index of Singular Integral Operators with
- QUASICONFORMAL LIPSCHITZ MAPS, SULLIVAN'S CONVEX HULL THEOREM
- BILIPSCHITZ APPROXIMATIONS OF QUASICONFORMAL MAPS CHRISTOPHER J. BISHOP
- AN EXPLICIT CONSTANT FOR SULLIVAN'S CONVEX HULL THEOREM
- BILIPSCHITZ HOMOGENEOUS CURVES IN R2 ARE QUASICIRCLES
- THE ORDER CONJECTURE FAILS IN S CHRISTOPHER J. BISHOP
- APPROXIMATION BY CRITICAL POINTS OF GENERALIZED CHEBYSHEV POLYNOMIALS
