Fractals-Complex Geometry Patterns and Scaling in Nature and Society

Papers
(The H4-Index of Fractals-Complex Geometry Patterns and Scaling in Nature and Society is 29. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2022-08-01 to 2026-08-01.)
ArticleCitations
NEW SPECIAL FUNCTIONS APPLIED TO REPRESENT THE WEIERSTRASS–MANDELBROT FUNCTION122
COMPUTATIONAL ADVANCEMENTS IN SPECTRAL METHODS FOR SOLVING FRACTIONAL-ORDER DIFFERENTIAL EQUATIONS83
ANALYSIS AND DYNAMICS OF CHOLERA EPIDEMIC SYSTEM IN SOCIETY VIA FRACTAL-FRACTIONAL OPERATOR64
ON ARITHMETIC PROGRESSIONS IN THE DIGITS OF ENGEL EXPANSIONS60
UNREADABLE OFFLINE HANDWRITING SIGNATURE VERIFICATION BASED ON GENERATIVE ADVERSARIAL NETWORK USING LIGHTWEIGHT DEEP LEARNING ARCHITECTURES57
FORECASTING THE COVID-19 USING THE DISCRETE GENERALIZED LOGISTIC MODEL49
INVESTIGATION OF A NONLINEAR MULTI-TERM IMPULSIVE ANTI-PERIODIC BOUNDARY VALUE PROBLEM OF FRACTIONAL q-INTEGRO-DIFFERENCE EQUATIONS47
ADVANCING DERMATOLOGIC ONCOLOGY USING PARAMETER-REFINED DEEP LEARNING-DRIVEN STRATEGY FOR ENHANCED PRECISION MEDICINE45
A NOVEL COMPUTATIONAL APPROACH FOR FRACTAL NONLINEAR POCHHAMMER–CHREE MODEL45
STOCHASTIC OPTIMAL CONTROL ANALYSIS FOR THE COVID-19 EPIDEMIC MODEL UNDER REAL STATISTICS43
A d-SUMMABLE APPROACH TO DENG INFORMATION DIMENSION OF COMPLEX NETWORKS41
GENERATION AND ROBUSTNESS OF QUANTUM MEMORY-ASSISTED ENTROPIC UNCERTAINTY AND UNCERTAINTY-INDUCED NONLOCALITY OF TWO NITROGEN-VACANCY CENTERS COUPLED BY OPEN TWO NANOCAVITIES40
FRACTAL ANALYSIS OF STOKES FLOW IN TORTUOUS MICROCHANNELS WITH HYDRAULICALLY ROUGH SURFACES39
A NOTE ON CONTROLLABILITY OF NONINSTANTANEOUS IMPULSIVE ATANGANA–BALEANU–CAPUTO NEUTRAL FRACTIONAL INTEGRODIFFERENTIAL SYSTEMS39
FRACTAL BOUNDARY LAYER AND ITS BASIC PROPERTIES37
ON NUMERICAL AND THEORETICAL FINDINGS FOR FRACTAL-FRACTIONAL ORDER GENERALIZED DYNAMICAL SYSTEM37
FRACTIONAL OSTROWSKI TYPE INEQUALITIES FOR (s,m)-CONVEX FUNCTION WITH APPLICATIONS35
RECONSTRUCTION OF RANDOM FIBROUS POROUS MATERIAL AND NUMERICAL STUDY ON ITS TRANSPORT PROPERTIES BY FRACTAL MONTE CARLO METHOD34
A FRACTAL MODEL FOR ELECTRICAL CONDUCTIVITY OF POROUS MEDIA EMBEDDED WITH A BRANCHING TREE-LIKE NETWORK COMPOSED OF CONVERGING-DIVERGING CAPILLARIES33
PHYSICS-INFORMED DEEP AI SIMULATION FOR FRACTAL INTEGRO-DIFFERENTIAL EQUATION33
DYNAMICS OF LEPTOSPIROSIS DISEASE IN CONTEXT OF PIECEWISE CLASSICAL-GLOBAL AND CLASSICAL-FRACTIONAL OPERATORS32
ANALYSIS AND COMPACT DIFFERENCE APPROXIMATION FOR FRACTIONAL-ORDER REACTION–DIFFUSION EQUATION WITH A NON-SINGULAR KERNEL: LAPLACE TRANSFORMATION32
FINITE DIFFERENCE AND ARTIFICIAL NEURAL NETWORK APPROACH TO FRACTIONAL MHD CASSON FLUID FLOW OSCILLATION32
ESSENTIAL CRITERIA FOR PROPORTIONAL FRACTIONAL GENERALIZED HUKUHARA DIFFERENTIABILITY FOR GOURSAT PROBLEMS WITH APPLICATION IN MHD COUPLE STRESS FLUID FLOWING THROUGH A CHANNEL EMBEDDED IN A POROUS ME31
A NEW FRACTAL TRANSFORM FOR THE APPROXIMATE SOLUTION OF DRINFELD–SOKOLOV–WILSON MODEL WITH FRACTAL DERIVATIVES31
FRACTAL–FRACTIONAL MODEL OF ZOONOTIC DISEASE TRANSMISSION BETWEEN HUMANS AND BABOONS IN THE AL–BAHA REGION WITH APPLICATIONS TO DYNAMICS, TRANSPORT PROCESSES, AND HYERS–ULAM STABILITY ANALYSIS31
TIME-FRACTIONAL DYNAMICS MODEL BLACK–SCHOLES: IMPLICATIONS FOR OPTION PRICING STABILITY30
A PENALIZATION METHOD FOR A TIME-FRACTIONAL DIFFERENTIAL CONTACT PROBLEM WITH UNILATERAL CONSTRAINTS AND COULOMB FRICTION30
NUMERICAL ANALYSIS OF A FRACTIONAL MICRO/NANOBEAM-BASED MICRO-ELECTROMECHANICAL SYSTEM29
A DISCRETE MEMRISTOR COUPLED TWO-DIMENSIONAL GENERALIZED SQUARE HYPERCHAOTIC MAPS29
HARNESSING PRIVACY-PRESERVING FEDERATED LEARNING WITH BLOCKCHAIN FOR SECURE IOMT APPLICATIONS IN SMART HEALTHCARE SYSTEMS29
Erratum — MATHEMATICAL AND COMPUTATIONAL ANALYSES OF ROTAVIRUS EPIDEMICS MODEL UNDER CONFORMABLE FRACTIONAL DERIVATIVE29
A REVIEW OF FRACTAL FUNCTIONS AND APPLICATIONS29
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