JENIS, BENTUK, DAN MAKNA KALIMAT PERINTAH DALAM KISDAP “SATIPIS APAM BARABAI” KARYA IDA KOMALASARI

This study discusses the types and forms of command sentences in the kangdap Banjar base kambang Banjar 'Satipis Apam Barabai' and the meaning of the command sentence in the Banjar kisdap kambang Banjar bases' Satipis Apam Barabai. 'Satipis Apam Barabai' and the meaning of the command sentence in the floating kisdap kangdap Banjar base 'Satipis Apam Barabai.' The research method uses descriptive qualitative methods with content analysis techniques. The data in this study are in the form of utterances containing command sentences contained in Kambang rampai kisdap basa Banjar “Satipis Apam Barabai” by Hj. Ida Komalasari. The data source in this study is Kambang rampai kisdap basa Banjar “Satipis Apam Barabai” by Hj. Ida Komalasari was published by the first printed Artikata publisher in December 2018 with a 112-page book thickness. The results showed the types of command sentences contained in the floating kisdap Banjar Satipis Apam Barabai bases there are four types, namely strict command sentences, ordinary command sentences, fine command sentences, and prohibited command sentences. The command sentence that is in the Banjar base kisdap ‘Satipis Apam Barabai’ means to rule, order, ask, and forbid.

Maximum Vanishing Moment of Compactly Supported B-spline Wavelets

Spline function is of very great interest in field of wavelets due to its compactness and smoothness property. As splines have specific formulae in both time and frequency domain, it greatly facilitates their manipulation. We have given a simple procedure to generate compactly supported orthogonal scaling function for higher order B-splines in our previous work. Here we determine the maximum vanishing moments of the formed spline wavelet as established by the new refinable function using sum rule order method.

Dependence of electron transfer dynamics on the number of graphene layers in π-stacked 2D materials: insights from ab initio nonadiabatic molecular dynamics

Time-resolved simulation study has been carried out to explain anti-Fermi Golden rule order of charge transfer rates measured at the interfaces of Zn-phthalocyanine molecule with single-layer graphene and double-layer graphene.

The Counter-Conduct of Medieval Hermits

The hermit posed a challenge to a medieval Church that emphasized rule, order, and discipline since oversight of their life could be virtually non-existent. The writings of Richard Rolle, hermit, negotiates the space between Foucauldian exomolgesis and exoagouresis as Rolle strove to articulate the identity of the hermit without any kind of church endorsement. As well, he forged his life out of a struggle with concepts of medieval sin, specifically Pride, which placed him in a queer position in terms of relationships with his surrounding community. His way of life was highly influential in his local community, however, and, through manuscript dissemination, beyond. Because he experienced mystical visions without church oversight, his eremitic life and example inspired a movement toward lay, affective piety in the later Middle Ages. The hermit, in his case, challenges the medieval Church’s hierarchy in that hermits practice a form of living at a local level, placing them in dangerous, sometimes heretical, positions that force the Church to either absorb their practices or suppress them.

DECAY CONSTANTS OF PSEUDOSCALAR MESONS IN BETHE–SALPETER FRAMEWORK WITH GENERALIZED STRUCTURE OF HADRON-QUARK VERTEX

We employ the framework of Bethe–Salpeter equation under Covariant Instantaneous Ansatz to study the leptonic decays of pseudoscalar mesons. The Dirac structure of hadron-quark vertex function Γ is generalized to include various Dirac covariants besides γ5 from their complete set. The covariants are incorporated in accordance with a power counting rule, order-by-order in powers of the inverse of the meson mass. The decay constants are calculated with the incorporation of leading order covariants. Most of the results are dramatically improved.

Preferred answer sets for ordered logic programs

We extend answer set semantics to deal with inconsistent programs (containing classical negation), by finding a “best” answer set. Within the context of inconsistent programs, it is natural to have a partial order on rules, representing a preference for satisfying certain rules, possibly at the cost of violating less important ones. We show that such a rule order induces a natural order on extended answer sets, the minimal elements of which we call preferred answer sets. We characterize the expressiveness of the resulting semantics and show that it can simulate negation as failure, disjunction and some other formalisms such as logic programs with ordered disjunction. The approach is shown to be useful in several application areas, e.g. repairing database, where minimal repairs correspond to preferred answer sets.