We have completed the analysis of a genomic clone, G238, that contains most of the coding region ... more We have completed the analysis of a genomic clone, G238, that contains most of the coding region of the sponge COLF1 fibrillar collagen gene. The main triple helical domain is encoded by 31 exons. Except for the 5′ junction exon and the two last 3′ exons (126 and 18 base pairs), all these exons are related to a 54-bp unit and begin with an intact glycine codon. A good correlation can be made between this sponge gene and a vertebrate fibrillar collagen gene, revealing the high conservation of the members of this family during evolution. The reconstitution of an ancestral collagen gene can be made by considering all the exon/intron junctions of these genes. We suggest that such an ancestral gene arose from multiple duplications of a 54-bp exon and a (54 + 45)-bp module.
Pragmatist reinterpretations of both deliberative-communicative theory and legal positivism point... more Pragmatist reinterpretations of both deliberative-communicative theory and legal positivism point out the mentalist fallacy entailed by these prevalent models. I argue that pragmatist approaches imply analogous erroneous beliefs since they presuppose as given the shared perception of social contexts. Therefore they take for granted the shared interpretation of social problems and shared selection of common goals. Hence I advance the necessity of inquiring into the possibility conditions for a shared perception of social contexts. This would entail the organization of institutional incentives meant to extend the scope and inclusiveness of the immediate perception of social context expressed by different agents.
A principal Higgs bundle $(P,\phi)$ over a singular curve $X$ is a pair consisting of a principal... more A principal Higgs bundle $(P,\phi)$ over a singular curve $X$ is a pair consisting of a principal bundle $P$ and a morphism $\phi:X\to\text{Ad}P \otimes \Omega^1_X$. We construct the moduli space of principal Higgs G-bundles over an irreducible singular curve $X$ using the theory of decorated vector bundles. More precisely, given a faithful representation $\rho:G\to Sl(V)$ of $G$, we consider principal Higgs bundles as triples $(E,q,\phi)$ where $E$ is a vector bundle with $\rk{E}=\dim V$ over the normalization $\xtilde$ of $X$, $q$ is a parabolic structure on $E$ and $\phi:E\ab{}\to L$ is a morphism of bundles, being $L$ a line bundle and $E\ab{}\doteqdot (E^{\otimes a})^{\oplus b}$ a vector bundle depending on the Higgs field $\phi$ and on the principal bundle structure. Moreover we show that this moduli space for suitable integers $a,b$ is related to the space of framed modules.
This paper presents the chemical characterization of 79 fragments of Archaic and Hellenistic fine... more This paper presents the chemical characterization of 79 fragments of Archaic and Hellenistic fine-grained pottery from archaeological sites in Messina, Catania, Lentini and Siracusa (Sicily). The sherds were classified as ‘calcidian’, ‘banded’, ‘unvarnished’ and ‘black varnished’ pottery. The major and trace elements identified by X-ray fluorescence (XRF) were statistically elaborated using the method proposed by J. Aitchinson in 1986 for the analysis of compositional data. From cluster analyses using element/SiO2 log-ratios, it was possible to group the pottery found in Catania, Lentini and Siracusa into highly linked clusters. Conversely, the Messina pottery was divided into two clearly distinct groups. With the aim of identifying any possible mineralogical differences between the two Messina groups, Fourier transform infrared (FT–IR) absorption measurements were made, showing only quantitative differences in plagioclase and muscovite. The specific groups of pottery with restricted chemical compositions are considered to be of local production, also on the basis of archaeological and petrographic evidence.
We have completed the analysis of a genomic clone, G238, that contains most of the coding region ... more We have completed the analysis of a genomic clone, G238, that contains most of the coding region of the sponge COLF1 fibrillar collagen gene. The main triple helical domain is encoded by 31 exons. Except for the 5′ junction exon and the two last 3′ exons (126 and 18 base pairs), all these exons are related to a 54-bp unit and begin with an intact glycine codon. A good correlation can be made between this sponge gene and a vertebrate fibrillar collagen gene, revealing the high conservation of the members of this family during evolution. The reconstitution of an ancestral collagen gene can be made by considering all the exon/intron junctions of these genes. We suggest that such an ancestral gene arose from multiple duplications of a 54-bp exon and a (54 + 45)-bp module.
Pragmatist reinterpretations of both deliberative-communicative theory and legal positivism point... more Pragmatist reinterpretations of both deliberative-communicative theory and legal positivism point out the mentalist fallacy entailed by these prevalent models. I argue that pragmatist approaches imply analogous erroneous beliefs since they presuppose as given the shared perception of social contexts. Therefore they take for granted the shared interpretation of social problems and shared selection of common goals. Hence I advance the necessity of inquiring into the possibility conditions for a shared perception of social contexts. This would entail the organization of institutional incentives meant to extend the scope and inclusiveness of the immediate perception of social context expressed by different agents.
A principal Higgs bundle $(P,\phi)$ over a singular curve $X$ is a pair consisting of a principal... more A principal Higgs bundle $(P,\phi)$ over a singular curve $X$ is a pair consisting of a principal bundle $P$ and a morphism $\phi:X\to\text{Ad}P \otimes \Omega^1_X$. We construct the moduli space of principal Higgs G-bundles over an irreducible singular curve $X$ using the theory of decorated vector bundles. More precisely, given a faithful representation $\rho:G\to Sl(V)$ of $G$, we consider principal Higgs bundles as triples $(E,q,\phi)$ where $E$ is a vector bundle with $\rk{E}=\dim V$ over the normalization $\xtilde$ of $X$, $q$ is a parabolic structure on $E$ and $\phi:E\ab{}\to L$ is a morphism of bundles, being $L$ a line bundle and $E\ab{}\doteqdot (E^{\otimes a})^{\oplus b}$ a vector bundle depending on the Higgs field $\phi$ and on the principal bundle structure. Moreover we show that this moduli space for suitable integers $a,b$ is related to the space of framed modules.
This paper presents the chemical characterization of 79 fragments of Archaic and Hellenistic fine... more This paper presents the chemical characterization of 79 fragments of Archaic and Hellenistic fine-grained pottery from archaeological sites in Messina, Catania, Lentini and Siracusa (Sicily). The sherds were classified as ‘calcidian’, ‘banded’, ‘unvarnished’ and ‘black varnished’ pottery. The major and trace elements identified by X-ray fluorescence (XRF) were statistically elaborated using the method proposed by J. Aitchinson in 1986 for the analysis of compositional data. From cluster analyses using element/SiO2 log-ratios, it was possible to group the pottery found in Catania, Lentini and Siracusa into highly linked clusters. Conversely, the Messina pottery was divided into two clearly distinct groups. With the aim of identifying any possible mineralogical differences between the two Messina groups, Fourier transform infrared (FT–IR) absorption measurements were made, showing only quantitative differences in plagioclase and muscovite. The specific groups of pottery with restricted chemical compositions are considered to be of local production, also on the basis of archaeological and petrographic evidence.
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Papers by Alessio Giudice