Search alternatives:
ng decrease » nn decrease (Expand Search), gy decreased (Expand Search), b1 decreased (Expand Search)
we decrease » nn decrease (Expand Search), mean decrease (Expand Search), teer decrease (Expand Search)
a decrease » _ decreased (Expand Search), _ decreases (Expand Search)
ng decrease » nn decrease (Expand Search), gy decreased (Expand Search), b1 decreased (Expand Search)
we decrease » nn decrease (Expand Search), mean decrease (Expand Search), teer decrease (Expand Search)
a decrease » _ decreased (Expand Search), _ decreases (Expand Search)
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Predicting pattern diversity decreases as a function of and .
Published 2025“…<p>For 50 Erdős-Rényi graphs with 30 nodes and 70 edges, we split the results into two columns according to the two initial degenerate unstable eigenmodes + : on the left, (if ), and on the right, (if ). …”
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E<sub>50</sub> values.
Published 2024“…The research results indicate that: (1) As the rock bridge angle increases, the secant modulus gradually decreases, following a power function relationship. (2) As the rock size increases, the secant modulus shows a trend of first decreasing and then stabilizing, following a power function relationship. (3) As the rock bridge angle increases, the characteristic tangent modulus and characteristic size gradually decrease, following a power function relationship. …”
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E<sub>50</sub> values of angle.
Published 2024“…The research results indicate that: (1) As the rock bridge angle increases, the secant modulus gradually decreases, following a power function relationship. (2) As the rock size increases, the secant modulus shows a trend of first decreasing and then stabilizing, following a power function relationship. (3) As the rock bridge angle increases, the characteristic tangent modulus and characteristic size gradually decrease, following a power function relationship. …”
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Curve fitting of E<sub>50</sub>.
Published 2024“…The research results indicate that: (1) As the rock bridge angle increases, the secant modulus gradually decreases, following a power function relationship. (2) As the rock size increases, the secant modulus shows a trend of first decreasing and then stabilizing, following a power function relationship. (3) As the rock bridge angle increases, the characteristic tangent modulus and characteristic size gradually decrease, following a power function relationship. …”
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Fitting curves of E<sub>50</sub>.
Published 2024“…The research results indicate that: (1) As the rock bridge angle increases, the secant modulus gradually decreases, following a power function relationship. (2) As the rock size increases, the secant modulus shows a trend of first decreasing and then stabilizing, following a power function relationship. (3) As the rock bridge angle increases, the characteristic tangent modulus and characteristic size gradually decrease, following a power function relationship. …”
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E<sub>50</sub> values of size.
Published 2024“…The research results indicate that: (1) As the rock bridge angle increases, the secant modulus gradually decreases, following a power function relationship. (2) As the rock size increases, the secant modulus shows a trend of first decreasing and then stabilizing, following a power function relationship. (3) As the rock bridge angle increases, the characteristic tangent modulus and characteristic size gradually decrease, following a power function relationship. …”
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E<sub>50</sub> fluctuation coefficient.
Published 2024“…The research results indicate that: (1) As the rock bridge angle increases, the secant modulus gradually decreases, following a power function relationship. (2) As the rock size increases, the secant modulus shows a trend of first decreasing and then stabilizing, following a power function relationship. (3) As the rock bridge angle increases, the characteristic tangent modulus and characteristic size gradually decrease, following a power function relationship. …”
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Fitting relationship of E<sub>50</sub>.
Published 2024“…The research results indicate that: (1) As the rock bridge angle increases, the secant modulus gradually decreases, following a power function relationship. (2) As the rock size increases, the secant modulus shows a trend of first decreasing and then stabilizing, following a power function relationship. (3) As the rock bridge angle increases, the characteristic tangent modulus and characteristic size gradually decrease, following a power function relationship. …”
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Fitting curve of E<sub>50</sub>.
Published 2024“…The research results indicate that: (1) As the rock bridge angle increases, the secant modulus gradually decreases, following a power function relationship. (2) As the rock size increases, the secant modulus shows a trend of first decreasing and then stabilizing, following a power function relationship. (3) As the rock bridge angle increases, the characteristic tangent modulus and characteristic size gradually decrease, following a power function relationship. …”