Abstract Heteronuclear calcium–iron carbonyl cation complexes in the form of [CaFe(CO) n ] + ( =5–12) are produced gas phase. Infrared photodissociation spectroscopy conjunction with quantum chemical calculations confirm that =10 complex is coordination saturated ion where a Fe(CO) 4 fragment bonded Ca(CO) 6 through two side‐on bridging ligands. Bonding analysis indicates it best described by b...

Although long-term potentiation (LTP) has been intensively studied, there is disagreement as to which molecules mediate and modulate LTP. This is partly attributable to the presence of mechanistically distinct forms of LTP that are induced by different patterns of stimulation and that depend on distinct Ca(2+) sources. Here, we report a novel role for the arachidonic acid-metabolizing enzyme 12...

In the present study, choromosome numbers of 10 species of the genus Cousinia including: C. bienerti (n=13), C. decipiens (n=13), C. deserti (n=12), C. esfandiari (n=13), C. komarowii (n=13), C. lepida (n=13), C. neurocentra (n=12), C. piptocephala (n=13), C. smirnowii (n=12)and C. turcomanica (n=13) are reported from Iran. Specimens have been collected from Semnan and Khorasan Provinces. Nine ...

Before the preliminary account of the present work (Grenby & Young, 1959) there appears to have been no report of the isolation of a biosynthetic alkylmercapturic acid. Evidence had been obtained, however, which suggested that alkylmercapturic acids could probably be isolated from the urine of animals which had been dosed with certain alkylating agents. Roberts & Warwick (1957, 1958), by means ...

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In the 1980’s, Belavin and Drinfeld classified non-unitary solutions of the classical Yang-Baxter equation (CYBE) for simple Lie algebras [1]. They proved that all such solutions fall into finitely many continuous families and introduced combinatorial objects to label these families, Belavin-Drinfeld triples. In 1993, Gerstenhaber, Giaquinto, and Schack attempted to quantize such solutions for ...

The partition function of the O(n) loop model on the honeycomb lattice is mapped to that of the O(n) loop model on the 3-12 lattice. Both models share the same operator content and thus critical exponents. The critical points are related via a simple transformation of variables. When n = 0 this gives the recently found exact value μ = 1.711 041 . . . for the connective constant of self-avoiding...