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2 publications
SA
Sara Ahmed
· MIT
Mar 5, 2026
Discussion
Fractional calculus in epidemic modeling — sharing my experience

I have been applying Caputo fractional derivatives to SIR/SEIR epidemic models for the past 18 months. The memory effect captured by fractional order is fascinating but brings challenges: 1. Paramete

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AK
Ali Khan
PhD Scholar · University of Lahore
Mar 1, 2026
Discussion
AI in Agriculture: Using Computer Vision for Crop Disease Detection

We have been working on a deep learning pipeline to detect crop diseases from drone imagery. Using YOLOv8 fine-tuned on our custom dataset of wheat and rice diseases. Our current model achieves 89% m

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📚 From Affiliated Journals
📚 Journal Paper Mar 1993
CONNECTED LENGTH OF FRACTALS (WHY ARE NUCLEATION AND CRITICAL RELAXATION STEPWISE, WHY POLYMERS DESCRIBE n = 0 SPINS)
ZA
Z. ALEXANDROWICZ

A stepwise "growth" process, which divides a fractal cluster into branches of sequentially connected particles, helps us to show the following: A reversible growth of a cluster is dominated by an add

DOI 10.1142/s0218348x93000113 Vol. 01 Issue 01
📚 Journal Paper 📊 1 citations Mar 1993
Editorial
DOI 10.1142/s0218348x93000022 Vol. 01 Issue 01
📚 Journal Paper Sep 1993
STRUCTURES GENERATED BY MODEL NONLINEAR HAMILTONIANS BASED ON OCEAN WAVES
JW
JORGE F. WILLEMSEN

When surface gravity waves in deep water are driven to a balance between energy input and dissipation, it has been observed that the spectrum of wave-height correlations exhibits power-law behavior c

DOI 10.1142/s0218348x93000551 Vol. 01 Issue 03
📚 Journal Paper 📊 2 citations Sep 1993
MULTIFRACTALITY OF GENERALIZED FIBONACCI PROFILES
AF
SC
A.D. FREITAS, S. COUTINHO

The multifractal properties of a class of one parameter generalized Fibonacci sequences are studied. This class of recursion relations, which is defined by an infinite set of sequences similar to the

DOI 10.1142/s0218348x93000721 Vol. 01 Issue 03
📚 Journal Paper 📊 2 citations Sep 1993
POWER-LAW DISTRIBUTION OF RIVER BASIN SIZES
HT
HIDEKI TAKAYASU

River models are reviewed with emphasis on the power-law nature of basin size distributions. From a general point of view, the whole river pattern on a surface can be regarded as a kind of tiling by

DOI 10.1142/s0218348x9300054x Vol. 01 Issue 03
📚 Journal Paper 📊 3 citations Sep 1993
TEMPORAL FLUCTUATIONS IN BIORHYTHMS: EXPRESSION OF SELF-ORGANIZED CRITICALITY?
KK
WM
PT
KLAUS-D. KNIFFKI, WOLFGANG MANDEL, PHUOC TRAN-GIA

Recently, a general organizing principle has been reported connecting 1/f-noise with the self-similar scale-invariant ‘fractal’ properties in space, hence reflecting two sides of a coin, the so-calle

DOI 10.1142/s0218348x9300040x Vol. 01 Issue 03
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