Fractal properties of active fault systems in Japan are evaluated and compared to Gutenberg-Richter b values. Properties of the active fault network and seismicity were evaluated at 20 km intervals along three lines oriented along the length of Honshu, the main island of Japan. Fractal dimensions for the active fault network are calculated using the box counting method. The box curves often reveal the presence of an abrupt transition in slope at similar to8 km scales. Ms transition separates linear regions in the box curves that span box sizes of 17.5 to 8.5 km and 7.75 to 2 km. Power law coefficients were computed for the 17.5 to 8.5 km (DL) and 7.75 to 2 km (Ds) range of box sizes from overlapping 70x70 km regions of the active fault comp...
We derive a unifying formulation, reliable at all scales, linking Anderson’s faulting theory with th...
We derive a unifying formulation, reliable at all scales, linking Anderson's faulting theory with th...
We derive a unifying formulation, reliable at all scales, linking Anderson's faulting theory with th...
Fractal properties of active fault systems in Japan are evaluated and compared to Gutenberg-Richter ...
Analysis of the correlation between fractal attributes of complex seismotectonic variables may offer...
The research conducted under DOE grant DE-FG26-98FT40385 provides a detailed assessment of size scal...
Abstract The spatial fractal dimension D of earthquakes (or faults) is often cor-related with the sl...
Seismically-active fault zones are complex natural systems exhibiting scale-invariant or fractal cor...
Several differently scaled strike-slip faults were examined. The faults shared many geometric featur...
Frequency–size relation of earthquakes in a region can be approximated by the Gutenberg-Richter law ...
Seismic periodicity and its magnitude spectrum have been widely studied, but key details remain uncl...
The surface of New Zealand is dissected by a complex network of fault lines. Understanding the mathe...
Seismically-active fault zones are complex natural systems exhibiting scale-invariant or fractal cor...
The Anatolian fault zones are seismically active strike-slip fault zones transcending the Anatolian ...
International audienceSeismically-active fault zones are complex natural systems exhibiting scale-in...
We derive a unifying formulation, reliable at all scales, linking Anderson’s faulting theory with th...
We derive a unifying formulation, reliable at all scales, linking Anderson's faulting theory with th...
We derive a unifying formulation, reliable at all scales, linking Anderson's faulting theory with th...
Fractal properties of active fault systems in Japan are evaluated and compared to Gutenberg-Richter ...
Analysis of the correlation between fractal attributes of complex seismotectonic variables may offer...
The research conducted under DOE grant DE-FG26-98FT40385 provides a detailed assessment of size scal...
Abstract The spatial fractal dimension D of earthquakes (or faults) is often cor-related with the sl...
Seismically-active fault zones are complex natural systems exhibiting scale-invariant or fractal cor...
Several differently scaled strike-slip faults were examined. The faults shared many geometric featur...
Frequency–size relation of earthquakes in a region can be approximated by the Gutenberg-Richter law ...
Seismic periodicity and its magnitude spectrum have been widely studied, but key details remain uncl...
The surface of New Zealand is dissected by a complex network of fault lines. Understanding the mathe...
Seismically-active fault zones are complex natural systems exhibiting scale-invariant or fractal cor...
The Anatolian fault zones are seismically active strike-slip fault zones transcending the Anatolian ...
International audienceSeismically-active fault zones are complex natural systems exhibiting scale-in...
We derive a unifying formulation, reliable at all scales, linking Anderson’s faulting theory with th...
We derive a unifying formulation, reliable at all scales, linking Anderson's faulting theory with th...
We derive a unifying formulation, reliable at all scales, linking Anderson's faulting theory with th...