Search Results - "Macchia, Antonio"

Cohen–Macaulay binomial edge ideals and accessible graphs by Bolognini, Davide, Macchia, Antonio, Strazzanti, Francesco

“…The cut sets of a graph are special sets of vertices whose removal disconnects the graph. They are fundamental in the study of binomial edge ideals, since they…”
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The arithmetical rank of the edge ideals of cactus graphs by Barile, Margherita, Macchia, Antonio

“…We prove that, for the edge ideal of a cactus graph, the arithmetical rank is bounded above by the sum of the number of cycles and the maximum height of its…”
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Access to β‑Alkylated γ‑Functionalized Ketones via Conjugate Additions to Arylideneisoxazol-5-ones and Mo(CO)6‑Mediated Reductive Cascade Reactions by Macchia, Antonio, Summa, Francesco F, Monaco, Guglielmo, Eitzinger, Andreas, Ofial, Armin R, Di Mola, Antonia, Massa, Antonio

“…1,4-Conjugate addition of ((chloromethyl)­sulfonyl)­benzenes to arylideneisoxazol-5-ones, followed by one-pot, N-selective trapping in the presence of…”
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Methyl 2-(1-methyl-3-oxoisoindolin-1-yl)acetate by Mola, Antonia Di, Macchia, Antonio, Palombi, Laura, Massa, Antonio

“…In this work, we report a facile access to a 3,3-disubstituted isoindolinone by means of Krapcho decarboxylation reaction of the respective substituted…”
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Cohomological dimension and arithmetical rank of some determinantal ideals by Davide Bolognini, Alessio Caminata, Antonio Macchia, Maral Mostafazadehfard

“…Let M be a (2 × n) non-generic matrix of linear forms in a polynomial ring. For large classes of such matrices, we compute the cohomological dimension (cd) and…”
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Minimal Cellular Resolutions of the Edge Ideals of Forests by Barile, Margherita, Macchia, Antonio

“…We present an explicit construction of minimal cellular resolutions for the edge ideals of forests, based on discrete Morse theory. In particular, the…”
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On determinantal ideals and algebraic dependence by Barile, Margherita, Macchia, Antonio

“…Let X be a matrix with entries in a polynomial ring over an algebraically closed field K. We prove that, if the entries of X outside some -submatrix are…”
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Cohen-Macaulay binomial edge ideals of small graphs by Bolognini, Davide, Macchia, Antonio, Rinaldo, Giancarlo, Strazzanti, Francesco

“…A combinatorial property that characterizes Cohen-Macaulay binomial edge ideals has long been elusive. A recent conjecture ties the Cohen-Macaulayness of a…”
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Combining Realization Space Models of Polytopes by Gouveia, João, Macchia, Antonio, Wiebe, Amy

“…In this paper we examine four different models for the realization space of a polytope: the classical model, the Grassmannian model, the Gale transform model,…”
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The arithmetical rank of the edge ideals of graphs with whiskers by Macchia, Antonio

“…We consider the edge ideals of large classes of graphs with whiskers and for these ideals we prove that the arithmetical rank is equal to the big height. Then…”
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General non-realizability certificates for spheres with linear programming by Gouveia, João, Macchia, Antonio, Wiebe, Amy

“…In this paper we present a simple technique to derive certificates of non-realizability for a combinatorial polytope. Our approach uses a variant of the…”
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A Note on Cohen-Macaulay Graphs by Barile, Margherita, Macchia, Antonio

“…We show that the edge ideal of a Cohen-Macaulay graph on 2n non-isolated vertices, whose height is n, is always a set-theoretic complete intersection. This…”
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A local maximizer for lattice width of 3-dimensional hollow bodies by Averkov, Gennadiy, Codenotti, Giulia, Macchia, Antonio, Santos, Francisco

“…The second and fourth authors have conjectured that a certain hollow tetrahedron Δ of width 2+2 attains the maximum lattice width among all three-dimensional…”
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Enantioselective Bifunctional Ammonium Salt‐Catalyzed Syntheses of 3‐CF3S‐, 3‐RS‐, and 3‐F‐Substituted Isoindolinones by Eitzinger, Andreas, Otevrel, Jan, Haider, Victoria, Macchia, Antonio, Massa, Antonio, Faust, Kirill, Spingler, Bernhard, Berkessel, Albrecht, Waser, Mario

“…We herein report the ammonium salt‐catalyzed synthesis of chiral 3,3‐disubstituted isoindolinones bearing a heteroatom functionality in the 3‐position. A broad…”
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A Zen Master, a Zen Monk, a Zen Mathematician by Lucente, Sandra, Macchia, Antonio

“…Inspired by the Ryōan-ji garden in Kyoto, we formulate and solve some problems on the arrangement of two sets of points in the plane. We imagine a Zen Master…”
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Data-driven strategies for predictive maintenance: Lesson learned from an automotive use case by Giordano, Danilo, Giobergia, Flavio, Pastor, Eliana, La Macchia, Antonio, Cerquitelli, Tania, Baralis, Elena, Mellia, Marco, Tricarico, Davide

“…Predictive maintenance is an ever-growing topic of interest, spanning different fields and approaches. In the automotive domain, thanks to on-board sensors and…”
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On the Necessity of One‐Pot Tautomer Trapping in Asymmetric Michael Reactions of Arylideneisoxazol‐5‐ones by Macchia, Antonio, Cuomo, Valentina Dafnae, Di Mola, Antonia, Pierri, Giovanni, Tedesco, Consiglia, Palombi, Laura, Massa, Antonio

“…Herein we report the first asymmetric Michael reaction of arylidene‐isoxazol‐5‐one with 1,3‐diesters. Despite complex tautomer equilibria of the obtained…”
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Base-Promoted Cascade Reactions for the Synthesis of 3,3-Dialkylated Isoindolin-1-ones and 3‑Methyleneisoindolin-1-ones by Macchia, Antonio, Summa, Francesco F, Di Mola, Antonia, Tedesco, Consiglia, Pierri, Giovanni, Ofial, Armin R, Monaco, Guglielmo, Massa, Antonio

“…Cascade reactions of ortho-carbonyl-substituted benzonitriles with ((chloromethyl)­sulfonyl)­benzenes as pronucleophiles led to new isoindolin-1-ones with a…”
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Enantioselective Bifunctional Ammonium Salt-Catalyzed Syntheses of 3-CF 3 S-, 3-RS-, and 3-F-Substituted Isoindolinones by Eitzinger, Andreas, Otevrel, Jan, Haider, Victoria, Macchia, Antonio, Massa, Antonio, Faust, Kirill, Spingler, Bernhard, Berkessel, Albrecht, Waser, Mario

“…We herein report the ammonium salt-catalyzed synthesis of chiral 3,3-disubstituted isoindolinones bearing a heteroatom functionality in the 3-position. A broad…”
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Powers of monomial ideals with characteristic-dependent Betti numbers by Bolognini, Davide, Macchia, Antonio, Strazzanti, Francesco, Welker, Volkmar

“…We explore the dependence of the Betti numbers of monomial ideals on the characteristic of the field. A first observation is that for a fixed prime p either…”
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