Anna Guerrieri

University of L'Aquila, DISIM, Faculty Member

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You can find my CV form the mathematical and from the social point of view at the link: http://annaguerrieri.it/informazioni/

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Anant Parghi, Ph.D., P.Eng., C.Eng.

University of Manitoba

Iolanda Craifaleanu

Technical University Of Civil Engineering, Bucharest

Franco Bontempi

Università degli Studi "La Sapienza" di Roma

Mikail F Lumentut

National Taiwan University

Triantafyllos K . Makarios, Ph.D. Professor

Aristotle University of Thessaloniki

Flavio Stochino

University of Cagliari

Hari Hariyadi

Mataram University

Harijono Djojodihardjo

Institut Teknologi Bandung

William Rodriguez Serquen

Universidad Nacional Pedro Ruiz Gallo

Chandramouli Padmanabhan

IIT Madras

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The educational choices of adopted students

Un argine contro la povertà educativa: le linee di indirizzo per il diritto allo studio degli alunni adottati

SICUREZZA E SCIENZE SOCIALI

Nel 2014 il Ministero dell'Istruzione ha pubblicato le Linee di indi-rizzo per il diritto all... more Nel 2014 il Ministero dell'Istruzione ha pubblicato le Linee di indi-rizzo per il diritto allo studio degli alunni adottati, un documento teo-rico-metodologico per favorire l'inclusione scolastica degli alunni adot-tati. Tuttavia, la diffusione è stata frammentata e l'attuazione ineffica-ce. A sei anni dalla redazione questo lavoro ne approfondisce i punti di forza e di debolezza, individua le aree di miglioramento e indica pro-poste per la promozione.

Ideals Having a One-Dimensional Fiber Cone

Ideal Theoretic Methods in Commutative Algebra, 2019

For a regular ideal I having a principal reduction in a Noetherian local ring (R, m) we consider ... more For a regular ideal I having a principal reduction in a Noetherian local ring (R, m) we consider properties of the powers of I as reflected in the fiber cone F (I) and the associated graded ring G(I) of I. In particular, we examine the postulation number of F (I) and compare it with the reduction number of I, and the postulation number of G(I) when the latter is meaningful. We discuss a sufficient condition for F (I) to be Cohen-Macaulay and consider for a fixed R what is possible for the reduction number r(I) of I and the multiplicity of F (I). 1. Introduction. Given an ideal I in a Noetherian local ring (R, m), information on properties of I n as n grows is encoded in various graded rings related to I. These graded rings are built by using and manipulating the I-adic filtration, {I n } n≥0 on R. Among these rings are: (i) the Rees algebra of I, R[It] = ⊕ n≥0 I n , (ii) the associated graded ring of I, G(I) = ⊕ n≥0 I n /I n+1 = ⊕ n≥0 G n ∼ = R[It]/IR[It], and (iii) the fiber cone of I, F (I) = ⊕ n≥0 I n /mI n = ⊕ n≥0 F n ∼ = R[It]/mR[It]. These are a few of the blowup algebras of I, (see [V1]), where by this term one refers to those algebraic objects that are related to the concept of blowing up a variety along a subvariety. The graded rings G(I) and F (I) are both homogeneous, or standard, in the sense that they are generated by their forms of degree one over their subring of elements of degree zero. If I is m-primary, the Hilbert function giving the length,

Anna Guerrieri

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