108 research outputs found
On the trail of the crocodile /
No full text"Encountering the Nomenclature Committee, alligators, Mrs. Malaprop and Lorca, unusual pets, not learning Italian, tall stories and Mark Antony, Othello and moral values; also fables which may or may not be by Mr. Aesop".; "This book was written out, decorated and bound by the author, Frank Caspers, at Strathalbyn, April 1992. It is written and decorated with Chinese stick ink on Japanese hand-made paper"-- p. [13]; Also available online http://nla.gov.au/nla.aus-vn122355
Love : from the Prophet /
No full textLayout, graphics and bound by Frank Caspers, a scribe and lettering artist, at Strathalbyn in South Australia. It is written and decorated with Chinese stick ink on Eaton paper, illustrated with gold leaf and powdered gold.; Also available online http://nla.gov.au/nla.aus-vn6293259; Quarter bound in maroon sheep skin in leather with added texture. Decorative cloth covered boards with title lettered on recessed label
Orfelia persimilis Caspers 1991
No full text9. Orfelia persimilis Caspers, 1991 Literature records. Sardinia (Caspers 1991; Dahl et al. 1995; Chandler 2004a). Material examined. C14 20–24.V.06 ♂♂. C23 19–24.V.06 ♂♂. S2 30.V–13.VI.06 ♀, 13–27.VI.06 ♂♂, 8–22.VIII.06 ♂♂. SAR1 31.VIII.–14.IX.03 2 ♂♂, 14–29.IX.03 1 ♀, 30.VI–16.VII.04 ♂♂, 16.VII–1.VIII.04 ♂♂, 1–16.VIII.04 ♂♂ ♀, 16.VIII.8.IX.04 ♂♂, 16.VI–14.VII.05 2 ♂♂, 14.VII–5.VIII.05 3 ♂♂ 1 ♀, 30.IX– 17.X.05 ♂♂. S1 16 –30.V.06 ♂♂, 30.V–13.VI.06 ♂♂, 13–27.VI.06 ♂♂ ♀, 11–25.VII.06 ♂♂ ♀, 8– 22.VIII.06 ♂♂, 22.VIII.5.IX.06 ♀. T6 9.VI.1981 1 ♂ [holotype, ZSM]. Chorotype. Type 6 [3.02 of Vigna Taglianti et al. (1999)]. South-west European. Italian distribution. Northern mainland (Chandler 2004b) and Sardinia. Notes. The other material cited from Corsica and Tunisia by Caspers (1991) is now considered not to be conspecific (unpublished observation by the author).Published as part of Chandler, Peter J., 2009, The fungus gnats (Diptera: Bolitophilidae, Keroplatidae, Mycetophilidae) of Sardinia, with description of six new species * in Zootaxa 231
Non-commutative differentiation and estimates on operator integrals
No full textIn 2017 Martijn Caspers, Fedor Sukochev and Dmitriy Zanin published a paper which generalises the proof of Davies' 1988 paper, and thus resolves the Nazarov-Peller conjecture. The proofs of these papers have been presented in this thesis. They have been expanded with a proof that generalises the conjecture to arbitrary Schatten classes. The optimality of the estimates in the conjecture is also studied, following the example of the 2016 paper by Coine et al. In addition, the quantum mechanical context is provided to interpret the presented results.Applied Mathematic
Irradiation of True Pelvis for Bladder and Prostatic Carcinoma in Supine, Prone or Trendelenburg Position
No full textA Sobolev estimate for radial lp-multipliers on a class of semi-simple lie groups
No full textLet G be a semi-simple Lie group in the Harish-Chandra class with maximal compact subgroup K. Let ΩK be minus the radial Casimir operator. Let 1 4 dim(G/K) < SG < 1 2 dim(G/K), s ∈ (0, SG] and p ∈ (1,∞) be such that(1 p - 1 2 )< s 2SG . Then, there exists a constant CG,s,p > 0 such that for every m ∈ L∞(G) ∩ L2(G) bi-K-invariant with m ∈ Dom(Ωs K) and Ωs K(m) ∈ L2SG/s(G) we have, (0.1) ∥Tm : Lp(G) → Lp( G)∥ ≤ CG,s,p∥Ωs K(m)∥ L2SG/s(G), where Tm is the Fourier multiplier with symbol m acting on the noncommutative Lp-space of the group von Neumann algebra of G. This gives new examples of Lp-Fourier multipliers with decay rates becoming slower when p approximates 2.Green Open Access added to TU Delft Institutional Repository ‘You share, we take care!’ – Taverne project https://www.openaccess.nl/en/you-share-we-take-care Otherwise as indicated in the copyright section: the publisher is the copyright holder of this work and the author uses the Dutch legislation to make this work public.Analysi
Riesz transforms on compact quantum groups and strong solidity
No full textOne of the main aims of this paper is to give a large class of strongly solid compact quantum groups. We do this by using quantum Markov semigroups and noncommutative Riesz transforms. We introduce a property for quantum Markov semigroups of central multipliers on a compact quantum group which we shall call 'approximate linearity with almost commuting intertwiners'. We show that this property is stable under free products, monoidal equivalence, free wreath products and dual quantum subgroups. Examples include in particular all the (higher-dimensional) free orthogonal easy quantum groups. We then show that a compact quantum group with a quantum Markov semigroup that is approximately linear with almost commuting intertwiners satisfies the immediately gradient-S2 condition from [10] and derive strong solidity results (following [10]). Using the noncommutative Riesz transform we also show that these quantum groups have the Akemann-Ostrand property; in particular, the same strong solidity results follow again (now following [27]).</p
Gradient forms and strong solidity of free quantum groups
No full textConsider the free orthogonal quantum groups ON+(F) and free unitary quantum groups UN+(F) with N≥ 3. In the case F= id N it was proved both by Isono and Fima-Vergnioux that the associated finite von Neumann algebra L∞(ON+) is strongly solid. Moreover, Isono obtains strong solidity also for L∞(UN+). In this paper we prove for general F∈ GLN(C) that the von Neumann algebras L∞(ON+(F)) and L∞(UN+(F)) are strongly solid. A crucial part in our proof is the study of coarse properties of gradient bimodules associated with Dirichlet forms on these algebras and constructions of derivations due to Cipriani–Sauvageot.Analysi
Comparison between measured and calculated stationary thermal neutron spectra in heterogeneous systems
No full textApplied Science
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