Results 231 to 240 of about 9,037,671 (282)
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2021
This chapter is an introduction to the rich structure possessed by a set endowed with a group operation. The first notion we will explore is that of subgroups, or subsets of a group that themselves satisfy all the properties of a group.
Clark Bray +2 more
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This chapter is an introduction to the rich structure possessed by a set endowed with a group operation. The first notion we will explore is that of subgroups, or subsets of a group that themselves satisfy all the properties of a group.
Clark Bray +2 more
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Group Structure: The Noun Group
1990In the previous chapter we looked at the make-up of sentences, which can be broken down into their constituent elements of subject, predicator, object, complement and adjunct. Each of these elements can be represented by a group of words, such as a noun group, adjective group, verb group, adverb group or prepositional group.
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Group Structure: The Other Groups
1990Although the noun group is the most important group in a sentence, we should not underestimate the significance of the verb group and the adverb or prepositional groups which realise the functions of predicator and adjunct respectively. That the noun group carries more weight in sentence structure can be readily appreciated from the stress pattern of ...
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1986
Sequel of the preceding note. Homogeneous approach: One considers homogeneous parts H of G with partial composition xy induced by G, then (H,.) is called a paragroupoid. If 3 axioms are satisfied, then (H,.) is called a quasigroupoid. The category of paragroupoids (quasigroupoids) is closed with respect to the Cartesian composition of their supports.
Krasner, Marc, Vuković, Mirjana
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Sequel of the preceding note. Homogeneous approach: One considers homogeneous parts H of G with partial composition xy induced by G, then (H,.) is called a paragroupoid. If 3 axioms are satisfied, then (H,.) is called a quasigroupoid. The category of paragroupoids (quasigroupoids) is closed with respect to the Cartesian composition of their supports.
Krasner, Marc, Vuković, Mirjana
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2011
In this work we investigate the presence of ‘group’ structures in financial markets. We show how this information can be used to simplify the volatility modelling of large portfolios. Our testing dataset is composed by all the stocks listed on the S&P500 index.
CORETTO, Pietro +2 more
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In this work we investigate the presence of ‘group’ structures in financial markets. We show how this information can be used to simplify the volatility modelling of large portfolios. Our testing dataset is composed by all the stocks listed on the S&P500 index.
CORETTO, Pietro +2 more
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1986
The Task Group membership was: Colin Prosser Dominic Sweetman Warren ...
F. Robert A. Hopgood +4 more
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The Task Group membership was: Colin Prosser Dominic Sweetman Warren ...
F. Robert A. Hopgood +4 more
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2010
Line groups are introduced as symmetry groups of the system periodic in a single direction, with periodicity being not restricted to the translational one. Their structure is a weak direct product of the intrinsic symmetry of monomer and the group of generalized translations, arranging these monomers along the direction of periodicity.
Milan Damnjanović, Ivanka Milošsević
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Line groups are introduced as symmetry groups of the system periodic in a single direction, with periodicity being not restricted to the translational one. Their structure is a weak direct product of the intrinsic symmetry of monomer and the group of generalized translations, arranging these monomers along the direction of periodicity.
Milan Damnjanović, Ivanka Milošsević
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Group structures in group psychotherapy
Journal of Clinical Psychology, 1947openaire +2 more sources
Cancer statistics for African American/Black People 2022
Ca-A Cancer Journal for Clinicians, 2022Angela Giaquinto +2 more
exaly