نتایج جستجو برای: dental mirror

تعداد نتایج: 186920  

Journal: :Journal of Digital Imaging 2013

Journal: :Special care in dentistry : official publication of the American Association of Hospital Dentists, the Academy of Dentistry for the Handicapped, and the American Society for Geriatric Dentistry 2000
C B Hermesch J T Cody J D Cody

Chromosome 18p deletion syndrome is caused by the deletion of a portion of genetic material on the short (p) arm of chromosome 18. Many of 100 prior case reports in the medical literature describing the dental health of subjects with this syndrome reported multiple caries associated with the syndrome. At the third annual international conference of The Chromosome 18 Registry & Research Society,...

Journal: :Shinrigaku kenkyu : The Japanese journal of psychology 2014
Masaya Mochizuki Kentaro Tamaki Katsuo Naito

Previous studies demonstrated that observing another person's grasp action modulated the observer's attention to the object in a manner congruent with another person's action goal. These studies suggest that this grasp-cueing effect results from representation of the observer's understanding of action intention in the mirror neuron system. This system serves as the neural mechanism underlying a...

Journal: :Synthese 2009
Lawrence Shapiro

The discovery of mirror neurons has been hailed as one of the most 1 exciting developments in neuroscience in the past few decades. These neurons dis2 charge in response to the observation of others’ actions. But how are we to understand 3 the function of these neurons? In this paper I defend the idea that mirror neurons are 4 best conceived as components of a sensory system that has the functi...

2001
B. K. Agrawal Tapas Sil S. K. Samaddar J. N. De

2001
Bong H. Lian Kefeng Liu Shing-Tung Yau

This is a continuation of Mirror Principle III [14].

2008
Bong H. Lian Kefeng Liu Shing-Tung Yau

This is a continuation of Mirror Principle III [14].

2008
João Faria Martins Roger Picken

We define the fundamental strict categorical group P2(M, ∗) of a based smooth manifold (M, ∗) and construct categorical holonomies, being smooth morphisms P2(M, ∗) → C(G), where C(G) is a Lie categorical group, by using a notion of categorical connections, which we define. As a result, we are able to define Wilson spheres in this context.

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