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Relatively free proucts in regular varieties

Algebra Universalis, 1974
The principal result states that ifV is a regular variety without operations of rank zero (distinguished elements), then any two representations of an algebraA ∈V as aV-free product of subalgebras ofA have a common refinement.
Jonsson, Bjarni, Nelson, Evelyn
openaire   +1 more source

Coordinate free relativity

Journal of Mathematical Physics, 1980
A technique is presented using orthonormal tetrads which enables efficient algebraic manipulation of Einstein’s equations by computer and ease of physical interpretation. The results are applied to the spherically symmetric case and Birkhoff’s theorem is proved in the formalism.
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Relatively free products of Magnus groups

Journal of Mathematical Sciences, 2006
A group \(G\) is called a Magnus group if 1) \(\bigcap_{i=1}^\infty\gamma_iG=1\); 2) \(\gamma_iG/\gamma_{i+1}G\) are Abelian torsion free groups. It is shown that the class of Magnus \(\mathfrak{AN}_c\)-groups is closed with respect to \(\mathfrak{AN}_c\)-products.
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Transparent free relatives

2014
This chapter argues for the view that Standard Free Relatives and Transparent Free Relatives have exactly the same bi-dimensional configurational structures, and against the view that they have distinct multi-dimensional structures, the transparent variety being externally headed by a token of a CP-internal post-copular phrase.
openaire   +1 more source

Free will as relative freedom with conscious component

Consciousness and Cognition, 2009
The general notion of relative freedom is introduced. It is a kind of freedom that is observed everywhere in nature. In biology, incomplete knowledge is defined for all organisms. They cope with the problem by Popper's trial-and-error processes. One source of their success is the relative freedom of choice from the basic option ranges: mutations ...
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Relatively free relation algebras

2006
Hajnal Andréka   +2 more
openaire   +1 more source

At the crossroads between (semi-)free relatives and indirect questions in French

Romance Languages and Linguistic Theory, 2019
Íngrid Konrad
exaly  

Multiple (coordinated) (free) relatives

Natural Language and Linguistic Theory, 2015
Barbara Citko   +1 more
exaly  

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