Monograph - Wikipedia
of a plant taxon was Robert Morison's 1672 Plantarum Umbelliferarum Distributio Nova, a treatment of the Apiaceae. Book publishers use the term "artist
of a plant taxon was Robert Morison's 1672 Plantarum Umbelliferarum Distributio Nova, a treatment of the Apiaceae. Book publishers use the term "artist
Hodge classes on the moduli space of admissible covers with monodromy group G are associated to irreducible representations of G. We evaluate all linear Hodge integrals over moduli spaces of admissible covers with abelian monodromy in terms of mult...
A fundamental string with non-zero winding number can unwind in the presence of a Kaluza-Klein monopole. We use this fact to deduce the presence of a zero mode for the Kaluza-Klein monopole corresponding to excitations carrying H electric charge an...
This article studies jet schemes of monomial schemes. They are known to be equidimensional but usually are not reduced. We thus investigate their structure further, giving a formula for the multiplicity along every component of the jet schemes of a...
We present a surface analog to a dripping faucet, where a viscous liquid slides down an immiscible meniscus. Periodic pinch-off of the dripping filament is observed, generating a succession of monodisperse floating lenses. We show that this interfaci...
Dramatic monologue is a type of poetry written in the form of a speech of an individual character. M.H. Abrams notes the following three features of the
We introduce the notion of a braiding on a skew monoidal category, whose curious feature is that the defining isomorphisms involve three objects rather than two. These braidings are shown to arise from, and classify, cobraidings (also known as coquas...
May 29, 2025 · In an audiophile-minded undertaking, The Beatles' acclaimed mono albums were mastered in 2014 for vinyl from quarter-inch master tapes at Abbey Road Studios by GRAMMY® …
Max Verstappen went on a monologue at the end of the press conference after qualifying for the Las Vegas Grand Prix, in which he told the FOM and Liberty Media why he once fell in love with Formula 1....
May 29, 2025 · In an audiophile-minded undertaking, The Beatles' acclaimed mono albums were mastered in 2014 for vinyl from quarter-inch master tapes at Abbey Road Studios by GRAMMY® …
Powers of (monomial) ideals is a subject that still calls attraction in various ways. In this paper we present a nice presentation of high powers of ideals in a certain class in $\mathbb K[x_1, \ldots, x_n]$ and $\mathbb K[[x_1, \ldots, x_n]]$. As an...
Dual monoidal category $\mathcal C^\ast$ of a monoidal functor $F:\mathcal C\to \mathcal V$ has been constructed by S. Majid. In this paper, we extend the construction of dual structures for an Ann-functor $F:\mathcal B\to \mathcal A$. In particular,...
We consider the low energy effective field model of graphene monolayer. Coulomb interactions are taken into account. The model is simulated numerically using the lattice discretization with staggered fermions. The two point fermionic Green functions...
Materials and framework for the research and demonstration of OpenCV's object detection using Haar-like features. (⭐ 0)
norns is many sound instruments. (⭐ 714)
For affine monoids of dimension 2 with embedding dimension 2 and 3, we study the problem of determining when a vector is an element of the monoid, and the problem of determining the elasticity of a monoid element....
The logo icon is provided in three color variations: full-color, monochromatic black, and monochromatic white. The triangle in the full-color red icon must always be white. If it's difficult to see the full-color …
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May 29, 2025 · In an audiophile-minded undertaking, The Beatles' acclaimed mono albums were mastered in 2014 for vinyl from quarter-inch master tapes at Abbey Road Studios by GRAMMY® …
In analogy to the skeletons of a simplicial complex and their Stanley--Reisner ideals we introduce the skeletons of an arbitrary monomial ideal $I\subset S=K[x_1,...,x_n]$. This allows us to compute the depth of $S/I$ in terms of its skeleton ideal...