The following pages link to Fractals (Q98640):
Displaying 50 items.
- PREDICTION OF MAXIMUM PORE SIZE OF POROUS MEDIA BASED ON FRACTAL GEOMETRY (Q3084723) (← links)
- EEG PATTERN OF NORMAL AND EPILEPTIC RATS: MONOFRACTAL OR MULTIFRACTAL? (Q3084724) (← links)
- ISOPERIMETRIC PROFILES ON THE PRE-FRACTAL SIERPINSKI CARPET (Q3084725) (← links)
- MAXIMAL DIMENSIONS OF UNIFORM SIERPINSKI FRACTALS (Q3084726) (← links)
- KINETIC RESPONSE OF SURFACES DEFINED BY FINITE FRACTALS (Q3084728) (← links)
- MODEL OF RAMIFICATION IN ELECTRODEPOSITED FRACTALS (Q3084730) (← links)
- REMARKS ON SELF-AFFINE FRACTALS WITH POLYTOPE CONVEX HULLS (Q3084731) (← links)
- FRACTAL APPROACH TO UNDERSTAND PFO AND DCS IN SPORT DIVERS (Q3084733) (← links)
- ARC-FRACTAL AND THE DYNAMICS OF COASTAL MORPHOLOGY (Q3087530) (← links)
- CLUSTERING SEGMENTATION FRACTAL INTERPOLATION ON NONLINEAR CURVES (Q3087533) (← links)
- NONLINEAR FRACTURE SIGNAL ANALYSIS USING MULTIFRACTAL APPROACH COMBINED WITH WAVELETS (Q3087535) (← links)
- FRACTAL DIMENSION OF COALESCENCE HIDDEN-VARIABLE FRACTAL INTERPOLATION SURFACE (Q3087536) (← links)
- MINIMIZING PERIODIC TRENDS BY APPLYING LAPLACE TRANSFORM (Q3087537) (← links)
- SELF-INTERSECTION POINTS OF GENERALIZED KOCH CURVES (Q3087538) (← links)
- ON THE ASSOUAD DIMENSION OF GRAPH DIRECTED MORAN FRACTALS (Q3087539) (← links)
- FRACTAL STRUCTURE ON k-SAT (Q3087540) (← links)
- EFFECT OF OUTLIERS ON THE FRACTAL DIMENSION ESTIMATION (Q3087542) (← links)
- FRACTIONAL TIME ACTION AND PERTURBED GRAVITY (Q3087543) (← links)
- VECTOR RANDOM FIELDS WITH LONG-RANGE DEPENDENCE (Q3087544) (← links)
- SEPARATION PROPERTIES FOR ITERATED FUNCTION SYSTEMS OF BOUNDED DISTORTION (Q3098234) (← links)
- CALCULUS ON FRACTAL SUBSETS OF REAL LINE — II: CONJUGACY WITH ORDINARY CALCULUS (Q3098235) (← links)
- MULTIFRACTAL ANALYSES OF GRAYSCALE AND BINARY SOIL THIN SECTION IMAGES (Q3098236) (← links)
- MULTIFRACTAL DETRENDED CROSS-CORRELATION ANALYSIS OF CHINESE STOCK MARKETS BASED ON TIME DELAY (Q3098238) (← links)
- A NEW FRACTAL INTERPOLATION ALGORITHM AND ITS APPLICATIONS TO SELF-AFFINE SIGNAL RECONSTRUCTION (Q3098240) (← links)
- THE CRAB: A CONNECTED FRACTILE OF INFINITE CONNECTIVITY (Q3098241) (← links)
- ANALYSIS ON FRACTALS IN FUZZY METRIC SPACES (Q3098243) (← links)
- A MULTIFRACTAL ANALYSIS OF IFSP INVARIANT MEASURES WITH APPLICATION TO FRACTAL IMAGE GENERATION (Q3129945) (← links)
- THE PREDICTABILITY OF LETTERS IN WRITTEN ENGLISH (Q3129946) (← links)
- A FRACTAL APPROACH TO CLUSTERING OF THE 1983–1984 SEISMICITY IN THE CAMPI FLEGREI CALDERA, SOUTHERN ITALY (Q3129947) (← links)
- MULTIFRACTAL DESCRIPTION OF NATURAL SCENES (Q3129949) (← links)
- SCALE EXPONENTS OF ATMOSPHERIC TURBULENCE UNDER DIFFERENT STRATIFICATIONS (Q3129951) (← links)
- UNIVERSAL MULTIFRACTAL SINGULARITY SPECTRUM OF GENERALIZED PURITY MEASURES (Q3129952) (← links)
- FRACTAL TIME, LONG-RANGE CORRELATIONS AND STRETCHED OR COMPRESSED EXPONENTIAL SURVIVAL STATISTICS (Q3129953) (← links)
- CHAOTIC INDICATORS AND GAUSSIAN RANDOM PROCESSES: SOME SURPRISING RESULTS (Q3129954) (← links)
- BOX DIMENSION OF COLORED NOISE AND DETERMINISTIC TIME SERIES IN HIGH DIMENSIONAL EUCLIDEAN SPACES (Q3129955) (← links)
- FRACTAL PARAMETERS OF SOIL PORE SURFACE AREA UNDER A DEVELOPING CROP (Q3129958) (← links)
- DISTRIBUTION OF HEIGHTS IN THE ABELIAN SANDPILE MODEL ON THE HUSIMI LATTICE (Q3129961) (← links)
- THE FRACTAL GEOMETRY OF THE MANDELBROT SET 2: HOW TO COUNT AND HOW TO ADD (Q3129962) (← links)
- A CONTINUED FRACTION TITBIT (Q3129963) (← links)
- FRACTALS BY NUMBERS (Q3129964) (← links)
- AUTOMATIC MAPS ON A SEMIRING WITH DIGITS (Q3129965) (← links)
- PAPERFOLDING, GENERALIZED RUDIN-SHAPIRO SEQUENCES, AND THE THUE-MORSE SEQUENCE (Q3129966) (← links)
- FRACTAL GEOMETRY OF RESTRICTED SETS OF CIRCLE INVERSIONS (Q3129967) (← links)
- WHEN AN INFINITELY-RENORMALIZABLE ENDOMORPHISM OF THE INTERVAL CAN BE SMOOTHED (Q3129968) (← links)
- OPTIMAL GEOMETRY IN EQUILIBRIUM AND GROWTH (Q3129969) (← links)
- FRACTALS AND VIBRATIONS: CAN YOU HEAR THE SHAPE OF A FRACTAL DRUM? (Q3129970) (← links)
- SUPER BROWNIAN MOTION IS A FRACTAL MEASURE FOR WHICH THE MULTIFRACTAL FORMALISM IS INVALID (Q3129971) (← links)
- THE AVERAGE FRACTAL DIMENSION AND PROJECTIONS OF MEASURES AND SETS IN R<sup>n</sup> (Q3129972) (← links)
- FRACTAL APPROACHES IN SIGNAL PROCESSING (Q3129973) (← links)
- QUADTREES, MANDELBROT PERCOLATION AND THE MODELLING OF RANDOM SETS (Q3129974) (← links)
