Results 291 to 300 of about 295,150 (372)
Emergent Physical Constants from the Quantum-Logical Fractal Field: A Spectral Invariant Approach
Enrique Vidal Silvente
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Tackling the possibility of extracting a brain digital fingerprint based on personal hobbies predilection. [PDF]
Front NeurosciAndronache C +5 more
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Value-Based Search Efficiency Is Encoded in the Substantia Nigra Reticulata Firing Rate, Spiking Irregularity and Local Field Potential. [PDF]
J NeurosciNarmashiri A +3 more
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Absence of Systematic Effects of Internalizing Psychopathology on Learning Under Uncertainty
Satti MH +6 more
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Self-Affine Fractals and Fractal Dimension
Physica Scripta, 1985Evaluating a fractal curve's approximate length by walking a compass defines a compass exponent. Long ago, I showed that for a self-similar curve (e.g., a model of coastline), the compass exponent coincides with all the other forms of the fractal dimension, e.g., the similarity, box or mass dimensions. Now walk a compass along a self-affine curve, such
B. Mandelbrot
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Assembling molecular Sierpiński triangle fractals
Nature Chemistry, 2015Yongfeng Wang, Jingxin Dai, Xiong Zhou
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, 2020
Important developments in the progress of the theory of rock mechanics during recent years are based on fractals and damage mechanics. The concept of fractals has proved to be a useful way of describing the statistics of naturally occurring geometrics ...
Heping Xie
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Important developments in the progress of the theory of rock mechanics during recent years are based on fractals and damage mechanics. The concept of fractals has proved to be a useful way of describing the statistics of naturally occurring geometrics ...
Heping Xie
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AIAA Journal, 2018
Koch-like riblets that iteratively protrude toward the outside (the fluid region) or cave in at the wall are examined. The near-wall microscopic fluid problem is addressed by solving for the Stokes flow with a boundary element method, yielding slip lengths for all the surface shapes considered.
Alinovi, Edoardo +2 more
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Koch-like riblets that iteratively protrude toward the outside (the fluid region) or cave in at the wall are examined. The near-wall microscopic fluid problem is addressed by solving for the Stokes flow with a boundary element method, yielding slip lengths for all the surface shapes considered.
Alinovi, Edoardo +2 more
openaire +1 more source