Results 201 to 210 of about 15,119 (232)

When First Nations Don't Count: H.V. Evatt and the Erasure of Palestinian Rights

Australian Journal of Politics &History, EarlyView.
As Minister for External Affairs in the Chifley Government, Herbert Vere Evatt played a pivotal role at the United Nations in securing the partition of Palestine and recognition of the State of Israel. These endeavours were represented by Evatt and in subsequent commentary as exemplifying Evatt's commitment to justice.
Jeff Rickertt
wiley   +1 more source

Diagrammatic physical robot models. [PDF]

Softw Syst Model
Miyazawa A, Ahmadi S, Cavalcanti A, Baxter J, Post M, Ribeiro P, Timmis J, Wright T.   +7 more
europepmc   +1 more source

Action researchers as "orchestrators" of co-innovation: a theoretical and methodological framework. [PDF]

BMC Health Serv Res
Eliassen M, Arntzen C, Forslund L, Nikolaisen M, Alexandersson P, Gramstad A, Hellström A.   +6 more
europepmc   +1 more source

"A little taste of what it would be like to be in the military": Performing militarism at the Canada army run. [PDF]

Int Rev Sociol Sport
Desjardins BM.
europepmc   +1 more source

Existentially closed models of some class of differential-difference fields (Model theoretic aspects of the notion of independence and dimension)

Existentially closed models of some class of differential-difference fields (Model theoretic aspects of the notion of independence and dimension)
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Existentially closed and maximal models in positive logic

Algebra and Logic, 2013
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Countable infinite existentially closed models of universally axiomatizable theories

Siberian Advances in Mathematics, 2016
Summary: We obtain a new criterion for a model of a universally axiomatizable theory to be existentially closed. The notion of a maximal existential type is used in the proof and for investigating properties of countable infinite existentially closed structures.
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Existentially closed models via constructible sets: There are 2^ℵ0 existentially closed pairwise non elementarily equivalent existentially closed ordered groups

Journal of Symbolic Logic, 1996
AbstractWe prove that there are 2χ0 pairwise non elementarily equivalent existentially closed ordered groups, which solve the main open problem in this area (cf. [3, 10]).A simple direct proof is given of the weaker fact that the theory of ordered groups has no model companion; the case of the ordered division rings over a field k is also investigated ...
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Existentially Closed Models of Basic Number Theory

1977
This paper is concerned with a subtheory B of (first order) peano number theory P which is strong enough to contain many non-trivial number theoretic facts. We call this theory B basic number theory. Our aim is to give a complete description of the spectrum of (countable) models of B. Of course we will not achieve this aim here, but the results we give
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