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Both animacy (animated entities) and interactivity (interacting objects) are required for the attribution of agency, which has been defined as intentional contingencies between agents [47].
In this article, a novel Bayesian approach that explicitly models the occlusion phenomenon and the object interactions has been developed, which is able to reliably track complex interacting objects whose trajectories change during occlusions.
It should also be noted that the symmetry of interaction energy as a function of coordinates describing relative positions of interacting objects is determined unambiguously by symmetries of the isolated objects and does not change if the symmetries of the objects are broken because of their interactions.
However, interacting objects as an important part of many activities with human-object interaction were paid less attention to.
The 3 pairs of interacting objects were found only in the ANDSystem network, including the following interaction types: 6 ≪association≫ and 1 ≪coexpression≫.
A novel Bayesian tracking model for interacting objects has been presented.
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With these interacting object models, the motion feature of a moving object can be represented with the weight of each model.
Recent cutting-edge studies on real-time haptic rendering for interacting deformable objects have focused on efficient contact handling including collisions between multiple deformable objects and self-collisions [14, 15].
This might better simulate the grasping and reaching motions we typically make when interacting with objects in the world, compared to the responses participants made in our experiments in which they pushed their thumbs away from them to activate touchscreen buttons.
We discovered a set of cell-level operating principles that enabled independent, interacting software objects, including those that mapped to individual AT II cells in vitro, to self-organize and generate systemic cystogenesis phenomena that were quantitatively indistinguishable from those reported in [6].
The scattering intensity of randomly orientated, non-interacting cylindrical objects can be approximated by the product of an infinitely thin rod and a factor which is due to the finite diameter of the chain [ 17].
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