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2, one can strengthen the weight condition to characterize disjoint topological mixing.
In the color condition (white/black) the items differed only in achromatic color; in the weight condition (heavy/light) they differed only in weight.
The objects in the color condition (white/black) differed only in color and those in the weight condition (light/heavy) differed only in weight.
The LTR algorithm considers an edge i → j potentially removable if three criteria are fulfilled: (i) existence of a feed-forward loop, i.e. { i → j, i → k, k → j } ∈ G P ; (ii) sign consistency, i.e. s ij = s ik · s kj ; and (iii) the weight condition: (3) α · Z ij c ≤ Z ik c · Z kj c, (α > 0 ).
A potentially explainable edge u → s, w v is one where we can find a successor z ≠ v of u such that an edge u → q, c z and a path z → t, d v exist fulfilling the sign condition q · t = s and the weight condition max c, d) < α · w.
In order to fulfill (4), the transitive reduction step has to be modified as follows: we remove an edge u → s, w v if we can find a successor z ≠ v of u such that an edge u → q, c z and a path z ⇒ t, d > v exist fulfilling the sign condition q · t = s and now additionally the weight condition max (c, d) < α · w.
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Finally, we converted the PBDT into a decision tree with fast computation [21] and used the ES methodology to optimize the weight conditions in the PBDT.
In the normal weight condition, the customary gravitational torque acting upon the limb was re-introduced.
In the normal weight condition the hand was subject to a torque that caused it to fall downwards, as per real gravity.
The satisfying weight condition of the honeycomb core weight is 50 66.7% of the weight of the whole honeycomb sandwich panels by theoretical analysis.
In the inverted weight condition therefore, the hand was subject to a torque applied at the wrist that caused it to rise upwards, as if subject to reverse gravity.
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