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Paris-Harrington principles, reflection principles and transfinite induction up to ϵ0
Let M and X be finite subsets of \(\omega\), k, e, r be positive integers. For a function \(f: \omega\to \omega\), we say that X is f-large if f(min X)\(\leq | X|\). \(M\to^{f}_{*}(k)^ e_ r\) means that for every partition P: (M)\({}^ e\to r\), there exists an \(X\subseteq M\) satisfying (1) X is homogeneous for P, (2) \(| X| \geq k\) and (3) X is f ...
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Principles Relating to the Status of National Institutions (The Paris Principles)
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The legal principles of the Paris Agreement: familiarity in novelty
SSRN Electronic JournalThe chapter considers the question of the identification of the legal principles found in the Paris Agreement. Unlike the UNFCCC, the Paris Agreement does not contain a specific article that lists applicable principles. Moreover, there is no authoritative definition regarding what constitutes a ‘principle’ to turn to for guidance.
Duvic-Paoli, Leslie-Anne +1 more
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Appendix 1: Principles Relating to the Status of National Institutions (The Paris Principles)
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Bibliographic Control and Authority Control from Paris Principles to the Present
Cataloging and Classification Quarterly, 2004SUMMARY Forty years ago, the ICCP in Paris laid the foundations of international co-operation in descriptive cataloging without explicitly speaking of authority control. Some of the factors in the evolution of authority control are the development of catalogs (from card catalog to local automation, to today's OPAC on the Web) and services provided by ...
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Paris Agreement, Article 2: Aims Objectives and Principles
SSRN Electronic Journal, 2020This chapter provides a critical commentary of Article 2 of the Paris Agreement. Article 2 is the key provision of the much-lauded Paris Agreement, setting its key ‘target temperature’ – “well below 2°C” – and giving a novel degree of prominent to climate adaptation and finance.
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Relativized ordinal recursive functions and Paris-Harrington principles
Commentarii mathematici Universitatis Sancti Pauli = Rikkyo Daigaku sugaku zasshi, 1987By using some results concerning relations between ordinal recursive hierarchies and the extended hierarchy of number theoretic functions, Ono and the author have given a characterization of provably recursive functions in some fragments of Peano arithmetic.
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A Commentary on the Paris Principles on National Human Rights Institutions
2014The Principles relating to the Status of National Institutions (The Paris Principles) were adopted by National Human Rights Institutions (NHRIs) and endorsed by both the UN General Assembly and Human Rights Commission. Since their adoption, they have become the standards applicable to these institutions with a mandate to promote and protect human ...
Murray, Rachel, De Beco, Gauthier
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