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Moisture Content Estimation of Porous Building Stones using Hyperspectral Imaging. [PDF]
Chaghdo DA +6 more
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Spatial and functional differentiation of microbial biofilms in a traditional cheese ripening environment. [PDF]
Goraj W +6 more
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American Nurse Journal, 2022
Betty Rambur, PhD, RN, FAAN, focused her career on healthcare payment reform.
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Betty Rambur, PhD, RN, FAAN, focused her career on healthcare payment reform.
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Eureka!, 2019
After a twenty-five-year career spent fighting for women’s rights around the globe at the expense of time with her family, Karen Sherman looked around and realized she didn’t really know her children and felt little connection to her husband.
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After a twenty-five-year career spent fighting for women’s rights around the globe at the expense of time with her family, Karen Sherman looked around and realized she didn’t really know her children and felt little connection to her husband.
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Proceedings of the SIGCHI Conference on Human Factors in Computing Systems, 2011
We lay out one strand of a continuing investigation into the development of a virtual peer to help children learn to use "school English" and "school-ratified science talk". In this paper we describe a detailed analysis of a corpus of child-child language use, and report our findings on the ways children shift dialects and ways of discussing science ...
Emilee Rader +2 more
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We lay out one strand of a continuing investigation into the development of a virtual peer to help children learn to use "school English" and "school-ratified science talk". In this paper we describe a detailed analysis of a corpus of child-child language use, and report our findings on the ways children shift dialects and ways of discussing science ...
Emilee Rader +2 more
openaire +1 more source
Erratum: “Tiling Bricks with Bricks”
Studies in Applied Mathematics, 1991Concerns the authors' paper ibid. 83, No. 2, 91-110 (1990; Zbl 0734.05034).
Damiani, E. +3 more
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Studies in Applied Mathematics, 1990
The problem addressed by the paper is the filling of a large brick with replicas of smaller bricks of different sizes. We solve this problem by reducing it to an algebraic problem about polynomials. As a by‐product, we obtain new combinatorial interpretations of the connection constants linking some classical polynomial sequences of combinatorics.
E. Damiani +3 more
openaire +1 more source
The problem addressed by the paper is the filling of a large brick with replicas of smaller bricks of different sizes. We solve this problem by reducing it to an algebraic problem about polynomials. As a by‐product, we obtain new combinatorial interpretations of the connection constants linking some classical polynomial sequences of combinatorics.
E. Damiani +3 more
openaire +1 more source
IEEE Control Systems, 2008
Imagine that you need to assemble a structure, such as the one depicted on the cover of this magazine. The pieces would need to be joined together, one at a time, until the structure is complete. To do this, you would choose a starting point and then add one piece at a time. You might find out, however, that, as you assemble the structure, some kind of
openaire +1 more source
Imagine that you need to assemble a structure, such as the one depicted on the cover of this magazine. The pieces would need to be joined together, one at a time, until the structure is complete. To do this, you would choose a starting point and then add one piece at a time. You might find out, however, that, as you assemble the structure, some kind of
openaire +1 more source

