cometadata/datacite-rtg-text-other-reclassification-records huggingface dataset:
Malacoraja spinacidermis
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Malacoraja
Malacoraja spinacidermis

description: Malacoraja spinacidermis (Barnard, 1923)
Roughskin Skate
Raia spinacidermis Barnard, 1923: 440. Holotype (unique): BMNH 1935.7.19.7. Type locality: South Africa (exact locality unknown).
Local synonymy: Raia spinacidermis: Barnard, 1923: 440; Barnard, 1925: 73, fig. 6, pl. 4: Fowler, 1941: 392; Smith, 1949a: 66 (in part, South Africa, not Raia durbanensis, in synonymy); Smith, 1965: 66 (in part, South Africa).? Raia plutonia: Barnard, 1925: 68 (in part, also including holotype of Raia albalinea von Bonde & Swart, 1923 = R. caudaspinosa). Raja spinacidermis: Norman, 1935: 46; Hulley, 1970: 173, pl. 4; Hulley, 1972a: 86, figs. 58–59; Hulley & Stehmann, 1977: 227, figs. 1–5; Hulley, 1986: 125, fig. 25.19. Raja (Malacoraja) spinacidermis: Compagno et al., 1989, pl.; Compagno et al., 1991: 97; Ebert et al., 1991: 76. Malacoraja spinacidermis: Compagno, 1999: 116; Stehmann, 1995: 28; Compagno & Ebert, 2007: 137, fig. 5e; Ebert & Compagno, 2007: 120; Ebert et al., 2008: 91; NPOA, 2013: 55; da Silva et al., 2015: 247; Ebert, 2015: 181, fig. 205; Ebert & van Hees, 2015: 147; Last et al., 2016f: 23; Last et al., 2016g: 296, fig. 19.87; McEachran & Séret, 2016: 1386; Séret, 2016: 1345; Weigmann, 2016: 950.
South Africa voucher material: Holotype: BMNH 1935.7.19.7. Non-type: SAIAB 27330.
South African distribution: The Orange River (NP) to Cape Point (WC).
Remarks: This species also occurs in the North Atlantic, but its distribution north of South Africa is patchy. Morphological and molecular comparison of specimens from South Africa and the North Atlantic may confirm if it is the same species or if they are different.
Conservation status: LC (2020).
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on page 82, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
title: Avena :
title: Directrices para la ejecución del examen de la distinción, la homogeneidad y la estabilidad.
titleType: Subtitle
Creators: name: (:Unas)
Publisher: name: Unknown
Year: 2018

description: La finalidad de estas directrices (“directrices de examen”) es elaborar los principios que figuran en la Introducción General (documento TG/1/3) y sus documentos TGP conexos, con objeto de que sirvan de orientación práctica y detallada para el examen armonizado de la distinción, homogeneidad y estabilidad (DHE) y en particular, para identificar los caracteres apropiados para el examen DHE y producir descripciones armonizadas de variedades.
Bitangents to plane quartics via tropical geometry: rationality, $\mathbb{A}^1$-enumeration, and real signed count
Creators: name: Markwig, Hannah
name: Payne, Sam
name: Shaw, Kris
Publisher: name: arXiv
Year: 2022
Subjects: subject: Algebraic Geometry (math.AG)
subject: Combinatorics (math.CO)
subject: FOS: Mathematics
subject: 14N10, 14T20, 14T25, 14G27

description: We explore extensions of tropical methods to arithmetic enumerative problems such as $\mathbb{A}^1$-enumeration with values in the Grothendieck-Witt ring, and rationality over Henselian valued fields, using bitangents to plane quartics as a test case. We consider quartic curves over valued fields whose tropicalizations are smooth and satisfy a mild genericity condition. We then express obstructions to rationality of bitangents and their points of tangency in terms of twisting of edges of the tropicalization; the latter depends only on the tropicalization and the initial coefficients of the defining equation modulo squares. We also show that the GW-multiplicity of a tropical bitangent, i.e., the multiplicity with which its lifts contribute to the $\mathbb{A}^1$-enumeration of bitangents as defined by Larson and Vogt, can be computed from the tropicalization of the quartic together with the initial coefficients of the defining equation. As an application, we show that the four lifts of most tropical bitangent classes contribute $2\mathbb{H}$, twice the class of the hyperbolic plane, to the $\mathbb{A}^1$-enumeration. These results rely on a degeneration theorem relating the Grothendieck-Witt ring of a Henselian valued field to the Grothendieck-Witt ring of its residue field, in residue characteristic not equal to two.
description: v2: 46 pages + Appendix. Minor revisions, improved exposition. Final version to appear in Res. Math. Sci
Semantic Debugging
Creators: name: Eberlein, Martin
name: Smytzek, Marius
name: Steinhöfel, Dominic
name: Grunske, Lars
name: Zeller, Andreas
Publisher: name: CISPA
Year: 2024

description: Why does my program fail? We present a novel and general technique to automatically determine failure causes and conditions, using logical properties over input elements: "The program fails if and only if int(⟨length⟩) > len(⟨payload⟩) holds - that is, the given ⟨length⟩ is larger than the ⟨payload⟩ length." Our AVICENNA prototype uses modern techniques for inferring properties of passing and failing inputs and validating and refining hypotheses by having a constraint solver generate supporting test cases to obtain such diagnoses. As a result, AVICENNA produces crisp and expressive diagnoses even for complex failure conditions, considerably improving over the state of the art with diagnoses close to those of human experts.
Neoraja McEachran & Compagno 1982
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Neoraja

description: Genus Neoraja McEachran & Compagno, 1982
Pygmy Skates
Neoraja McEachran & Compagno, 1982: 422. Type species: Breviraja caerulea Stehmann, 1976, type by original designation.
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on page 83, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
Neoraja stehmanni
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Neoraja
Neoraja stehmanni

description: Neoraja stehmanni (Hulley, 1972)
African Pygmy Skate
Breviraja stehmanni Hulley, 1972b: 254, figs. 1–5. Holotype: SAM 26636. Type locality: Cape Basin, South Africa.
Local synonymy:? Raia plutonia: Barnard, 1925: 68 (in part). Breviraja stehmanni: Hulley, 1972b: 254, figs. 1–5. Neoraja (Neoraja) stehmanni: Hulley, 1986: 118, fig. 25.5. Neoraja stehmanni: Compagno et al., 1989: 88, pl.; Compagno et al. 1991: 93; Ebert et al., 1991: 76; Stehmann, 1995: 104; Compagno, 1999: 116; Compagno & Ebert, 2007: 137, fig. 5f; Ebert & Compagno, 2007: 120; Ebert et al., 2008: 92; Ebert, 2014: 71, fig. 110; Ebert, 2015: 183, fig. 207; Ebert & van Hees, 2015: 147; Last et al., 2016f: 24; Last et al., 2016g: 301, fig. 19.92; Weigmann, 2016: 950.
South Africa voucher material: Holotype: SAM 26636. Non-types: SAIAB 54532, SAIAB 54999, SAIAB 64275.
South African distribution: Endemic. Occurs from southwest of the Orange River (NC) to south of Cape Point and east to Algoa Bay (EC), with a population concentration between Saldanha Bay and Cape Point.
Remarks: This is one of the smallest southern African skate species and is endemic to South Africa. Its distribution appears to be very localized compared to other regional skate species.
Conservation status: LC (2019).
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on page 83, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
Interference of longitudinal and transversal fragmentations in the Josephson tunneling dynamics of Bose-Einstein condensates
Creators: name: Bhowmik, Anal
name: Alon, Ofir E.
Publisher: name: arXiv
Year: 2022
Subjects: subject: Quantum Gases (cond-mat.quant-gas)
subject: FOS: Physical sciences

description: The dynamics of bosons in Josephson junctions have drawn much attention where the bosons are initially condensed. When interacting bosons tunnel back and forth along the junction, depletion and eventually fragmentation develop. Here, we pose the question how do fragmented bosons tunnel in a bosonic Josephson junction? To this end, we exploit the transverse degree-of-freedom of the junction to encode initial fragmentation to the bosonic cloud. We analyze the survival probability along the junction, fluctuations of particle positions across the junction, and the occupancy of the lowest single-particle states. The dynamics found is rich and includes the speed up of the collapse of density oscillations and slow down of the revival process. It is found that a fully fragmented state significantly accelerates the revival process compared to the conventional Bose-Einstein condensate. To explain the underlying many-body mechanism, we show that the initial fragmentation in the transverse direction interferes with the development of fragmentation in time along the junction. The dynamics of occupation in the first excited single-particle state defines whether interference of fragmentations occurs in the junction. The interference mechanism is a purely many-body effect that does not occur in the mean-field dynamics. All in all, we show that the interference of longitudinal and transversal fragmentations leads to new rules for macroscopic tunneling phenomena of interacting bosons in traps.
Dissipative Landau-Zener tunneling in the crossover regime from weak to strong environment coupling
Creators: name: Dai, X.
name: Trappen, R.
name: Chen, H.
name: Melanson, D.
name: Yurtalan, M. A.
name: Tennant, D. M.
name: Martinez, A. J.
name: Tang, Y.
name: Mozgunov, E.
name: Gibson, J.
name: Grover, J. A.
name: Disseler, S. M.
name: Basham, J. I.
name: Novikov, S.
name: Das, R.
name: Melville, A. J.
name: Niedzielski, B. M.
name: Hirjibehedin, C. F.
name: Serniak, K.
name: Weber, S. J.
name: Yoder, J. L.
name: Oliver, W. D.
name: Zick, K. M.
name: Lidar, D. A.
name: Lupascu, A.
Publisher: name: arXiv
Year: 2022
Subjects: subject: Quantum Physics (quant-ph)
subject: FOS: Physical sciences

description: Landau-Zener tunneling, which describes the transition in a two-level system during a sweep through an anti-crossing, is a model applicable to a wide range of physical phenomena. Realistic quantum systems are affected by dissipation due to coupling to their environments. An important aspect of understanding such open quantum systems is the relative energy scales of the system itself and the system-environment coupling, which distinguishes the weak- and strong-coupling regimes. Using a tunable superconducting flux qubit, we observe the crossover from weak to strong coupling to the environment in Landau-Zener tunneling. Our results confirm previous theoretical studies of dissipative Landau-Zener tunneling in the weak and strong coupling limits. We devise a spin bath model that effectively captures the crossover regime. This work is relevant for understanding the role of dissipation in quantum annealing, where the system is expected to go through a cascade of Landau-Zener transitions before reaching the target state.
description: 18 pages, 12 figures
КОСТНАЯ ПАТОЛОГИЯ ПРИ ХРОНИЧЕСКОЙ БОЛЕЗНИ ПОЧЕК
Creators: name: Надирова, Ю.И.
name: Жаббаров, О.О.
Publisher: name: Zenodo
Year: 2024

description: Хронической болезнью почек (ХБП) страдают около 10% населения мира. Распространенность ХБП возрастает из-за роста заболеваемости сахарным диабетом, который является ведущей причиной ХБП, а также в связи со старением населения. Хронической болезнью почек (ХБП) страдают около 10% населения мира. Распространенность ХБП возрастает из-за роста заболеваемости сахарным диабетом, который является ведущей причиной ХБП, а также в связи со старением населения [1, 2]. Остеопатия — одно из основных осложнений ХБП, и исторически считалось, что вторичный гиперпаратиреоз (ВГПТ) и нарушения фосфорно-кальциевого обмена являются основными причинами почечной остеодистрофии (ПОД). Общепринятое определение ПОД подразумевает нарушение костной морфологии у пациентов с ХБП, которое установлено с помощью гистоморфометрии биоптата кости [3–5].
Towards a Definition of Awareness for Embodied AI
Creators: name: Abbo, Giulio Antonio
name: Marchesi, Serena
name: Ciupinska, Kinga
name: Wykowska, Agnieszka
name: Belpaeme, Tony
Publisher: name: Zenodo
Year: 2024

description: This poster highlights the research discussed in two papers: "Towards a Definition of Awareness for Embodied AI" and "I Was Blind but Now I See: Implementing Vision-Enabled Dialogue in Social Robots". It was presented at the AWAI workshop during ICAART (Feb 2024, Rome IT) and at the SoRAIM winter school (Feb 2024, Grenoble FR).
Raja Linnaeus 1758
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Raja

description: Genus Raja Linnaeus, 1758
Ocellate Skates
Raja Linnaeus, 1758: 231. Type species: Raja miraletus Linnaeus, 1758, type by subsequent designation.
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on page 83, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
Linear programming with unitary-equivariant constraints
Creators: name: Grinko, Dmitry
name: Ozols, Maris
Publisher: name: arXiv
Year: 2022
Subjects: subject: Quantum Physics (quant-ph)
subject: Optimization and Control (math.OC)
subject: Representation Theory (math.RT)
subject: FOS: Physical sciences
subject: FOS: Mathematics

description: Unitary equivariance is a natural symmetry that occurs in many contexts in physics and mathematics. Optimization problems with such symmetry can often be formulated as semidefinite programs for a $d^{p+q}$-dimensional matrix variable that commutes with $U^{\otimes p} \otimes \bar{U}^{\otimes q}$, for all $U \in \mathrm{U}(d)$. Solving such problems naively can be prohibitively expensive even if $p+q$ is small but the local dimension $d$ is large. We show that, under additional symmetry assumptions, this problem reduces to a linear program that can be solved in time that does not scale in $d$, and we provide a general framework to execute this reduction under different types of symmetries. The key ingredient of our method is a compact parametrization of the solution space by linear combinations of walled Brauer algebra diagrams. This parametrization requires the idempotents of a Gelfand-Tsetlin basis, which we obtain by adapting a general method arXiv:1606.08900 inspired by the Okounkov-Vershik approach. To illustrate potential applications, we use several examples from quantum information: deciding the principal eigenvalue of a quantum state, quantum majority vote, asymmetric cloning and transformation of a black-box unitary. We also outline a possible route for extending our method to general unitary-equivariant semidefinite programs.
description: 68 pages; new application: transformation (transposition) of a black-box unitary
QISHLOQ  XO'JALIGI YERLARINING  EKOLOGIK TA'MINOT HUDUDI TO'G'RISIDAGI MA'LUMOTLARNI BAHOLASH UCHUN DASTURIY TA'MINOT TIZIMLARI (NUKUS TUMANI MISOLIDA)
Creators: name: QAYPOV, AZIZ
Publisher: name: Zenodo
Year: 2024

description: Qishloq mulki yerlarining atrof-muhitga ta'sirini baholash erni barqaror boshqarish va tabiatni muhofaza qilish harakatlari uchun juda muhimdir. Inson faoliyatining atrof-muhitga ta'sirini tushunib, biz salbiy ta'sirlarni minimallashtirish va ekologik muvozanatni ta'minlash uchun ongli qarorlar qabul qilishimiz mumkin. Ushbu maqolada biz Nukus tumaniga amaliy tadqiqotlar maydoni sifatida e'tibor qaratib, atrof-muhitga ta'sirini baholashda dasturiy ta'minotni talqin qilish tizimlaridan foydalanishni o'rganamiz. Turli xil ekologik mintaqada joylashgan Nukus tumani atrof-muhitni baholash uchun noyob muammolar va imkoniyatlarni taqdim etadi.
Raja ocellifera Regan 1906
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Raja
Raja ocellifera

description: Raja ocellifera Regan, 1906a
Twineyed Skate
Raja ocellifera Regan, 1906a: 2, Pl. 2. Syntypes: BMNH 1905.6.8.14 (1), NMP (1); probable syntype BMNH 1895.12. 27.14 (1). Type locality: Algoa Bay, northeast of Bird Island, Eastern Cape, South Africa.
Local synonymy: Raia ocellifera: Regan, 1906a: 2, Pl. 2; Regan, 1908a: 242; Garman, 1913: 365 (South Africa, in part); Gilchrist & Thompson, 1916; 270; von Bonde & Swart, 1923: 5; Barnard, 1925: 67; Fowler, 1925b: 193; von Bonde, 1933: 51; Barnard, 1947: 26, fig. 2, pl. 4; Smith, 1949a: 66, pl. 3; Smith, 1964: 285; Smith, 1965: 66, pl. 3. Raja ocellifera: Thompson, 1914: 158; Norman, 1935: 42; Fowler, 1941: 375; Hulley, 1969: 137, figs. 1–3; Last & Séret, 2016: 477; Last et al., 2016f: 23; Last et al., 2016g: 326, fig. 19.117. Raja miraletus: Thompson, 1914: 158; Fowler, 1936: 114; Fowler, 1941: 375 (in part, including Raia parcomaculata in synonymy); Wallace, 1967a: 31, figs. 16–17; Hulley, 1969: 137, figs, 1–2c; Hulley, 1970: 179, fig. 9, pl. 7b; Hulley, 1972a: 86, figs. 58–59; Hulley, 1986: 123, fig. 25.14, pl. 6; Stehmann, 1995: 106; Compagno, 1999: 116; Heemstra & Heemstra, 2004: 81; Compagno & Ebert, 2007: 139, fig. 7a; Ebert & Compagno, 2007: 121; Ebert et al., 2008: 92; NPOA, 2013: 54; da Silva et al., 2015: 247; Ebert & van Hees, 2015: 147; Weigmann, 2016: 955. Raia miraletus: von Bonde & Swart, 1923: 5; Barnard, 1925: 68 (in part, not types of Cruriraja parcomaculata); Clark, 1926: 9 (Cape Colony, Mossel Bay). Raja (Raja) miraletus: Compagno et al., 1989: 96, pl.; Compagno et al., 1991: 102.
South Africa voucher material: Syntypes: BMNH 1905.6.8.14 (1), NMP (1); Probable syntype: BMNH 1895.12. 27.14 (1). Non-types: SAIAB 7842, SAIAB 8067, SAIAB 8270, SAIAB 11148, SAIAB 11149, SAIAB 11150, SAIAB 12007, SAIAB 12031, SAIAB 12194, SAIAB 13313, SAIAB 14621, SAIAB 16518, SAIAB 17227, SAIAB 17414, SAIAB 26903, SAIAB 26904, SAIAB 26905, SAIAB 26906, SAIAB 26907, SAIAB 27152, SAIAB 27153, SAIAB 27154, SAIAB 27155, SAIAB 27156, SAIAB 44240, SAIAB 44250.
South African distribution: Possibly endemic to South Africa. Confirmed from Western Cape to Port Alfred (EC) and from Durban to Richards Bay (KZN). Records outside of South Africa require confirmation.
Remarks: Recent molecular and morphological data reveal that the South African form is distinct from other similar species in the Eastern Atlantic. The reported range from southern Namibia to KZN, and possibly extending to Kenya, requires confirmation as records from north of South Africa may represent different species.
Conservation status: EN (2020).
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on pages 83-84, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
title: Gender Differences in the Romantic Commitment of Swingers: A Quantitative and Qualitative Analysis
Creators: name: Vedder, Rachel A.
Publisher: name: Old Dominion University
publisherIdentifier: https://ror.org/04zjtrb98
publisherIdentifierScheme: ROR
Year: 2008

description: This research examined whether gender differences in romantic commitment among a swing population are mediated by sexual permissiveness. This study also served as an update to past literature and further exploration into swing culture by using qualitative data„such as examining reasons for entering and leaving swinging, level of involvement in the lifestyle, and safe sex practices. Researchers have found significant correlations between gender and commitment (Cupach & Meets, 1995; Duffy & Rusbult,1985-1986), gender and sexual permissiveness (Hong,1991; LaBeff & Dodder, 1982; Oliver & Hyde, 1993), and sexual permissiveness and commitment (Oliver & Sedikides, 1992; Yela, 2000). However, the role that sexual permissiveness may play as a mediator between gender and commitment has yet to be examined. One hundred fitly swingers recruited through swing club directors completed a battery of surveys online. Independent samples t-tests were used to analyze the results of the primary quantitative portion of this study. Sexual permissiveness did not mediate the relationship between gender and commitment. Qualitative content coding and chi-square tests of independence were used to assess important information about the current swing population such as level of involvement in the lifestyle and safe sex behaviors. Both relationship status and sexual orientation were significantly related to gender. Content coding of open-ended qualitative questions revealed reasons that swingers initially begin swinging mainly to add value to their sex life and to contribute to their relationship. Content coding regarding the positive and negative influences to the relationship due to participating in swinging revealed that participants found more positive influences to the relationship such as swinging adds to the relationship. Chi-square tests of independence revealed no gender differences in voluntary STI testing or rate of STI infection. In addition, content coding demonstrated that both genders have a high rate of utilizing precautionary measures such as condoms to prevent transmission of STIs/HIV.
RAQAMLI IDENTIFIKATSIYA VA BIOMETRIK TIZIMLAR
Creators: name: Abduraimov, Firdavsiy
Publisher: name: Zenodo
Year: 2024

description: Ushbu maqola raqamli identifikatsiya va biometrik tizimlar sohasidagi eng so‘nggi texnologik yutuqlarni tahlil qiladi. Biometrik autentifikatsiya, shaxsni tasdiqlashda ishlatiladigan barmoq izi, yuzni tanish, iris yoki ovoz kabi texnologiyalar, internet xavfsizligini ta’minlashda katta o’ringa  ega. Biroq, bu tizimlarning foydalari bilan birga, xavfsizlik va shaxsiy axborotlarning maxfiyligini ta’minlashga oid bir qator muammolar ham mavjud. Maqolada biometrik tizimlarning ishlash prinsiplari, afzalliklari va xavflari, xususan, bu tizimlarni xavfsizligini ta’minlash usullari ko‘rib chiqiladi.
Rajella barnardi
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Rajella
Rajella barnardi

description: Rajella barnardi (Norman, 1935)
Bigthorn Skate
Raja barnardi Norman, 1935: (39) 43, fig. 14. Holotype (unique): BMNH 1935.5.2.65. Type locality: Off Cape Town, South Africa, 34°S, l 7°58'E, southeastern Atlantic.
Local synonymy: Raja barnardi: Norman, 1935: (39) 43, fig. 14; Stehmann, 1995: 51. Raja confundens: Hulley, 1970: 203, figs. 17a–c, pls. 11a–b; Hulley, 1972a: 86, figs. 58–59; Hulley, 1986: 121, fig. 25.9. Raja (Rajella) confundens: Compagno et al., 1989: 98, pl.; Compagno et al. 1991: 104; Ebert et al., 1991: 77. Rajella barnardi: Stehmann, 1995: 51; Compagno, 1999: 117; Compagno & Ebert, 2007: 135, fig. 4f; Ebert & Compagno, 2007: 121; Ebert et al., 2008: 94; Ebert, 2014: 75, fig. 122; Ebert, 2015: 185, fig. 213; NPOA, 2013: 54; da Silva et al., 2015: 247; Ebert & van Hees, 2015: 147; Last et al., 2016f: 19; Last et al., 2016g: 334, fig. 19.125; McEachran & Séret, 2016: 1394; Weigmann, 2016: 957.
South Africa voucher material: SAIAB 7889 [ex ORI B155], SAIAB 11154, SAIAB 25791, SAIAB 25792, SAIAB 25793, SAIAB 25794, SAIAB 25795, SAIAB 25796, SAIAB 25797, SAIAB 25798, SAIAB 25799, SAIAB 25800, SAIAB 25801, SAIAB 25802, SAIAB 48831, SAIAB 48837.
South African distribution: The Orange River (NC) to Algoa Bay (EC).
Remarks: Hulley (1970) who described Raja confundens as a new species synonymized Rajella barnardi as a junior synonym of R. leoparda. However, Stehmann (1995) examined the holotypes of both and revived R. barnardi as a valid species and synonymized R. confundens as a junior synonym.
Conservation status: LC (2004).
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on page 85, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
ВЛИЯНИЕ ПРЕПАРАТА ЯНУМЕТ НА ТЕЧЕНИЕ САХАРНОГО ДИАБЕТА 2 ГО ТИПА. ПОКАЗАНИЯ И ПРОТИВОПОКАЗАНИЯ
Creators: name: Министерство здравоохранения Республики  Узбекистан г.Ташкент Ташкентский государственный стоматологический  институт (ТГСИ) Научный руководитель: Юсупова Зебинисо Хусниддин Кизи Ассистент кафедры микробиологии и фармакологии Исполнительница: Хакимова Парвина Саидхановна
Publisher: name: Zenodo
Year: 2024

description: данная статья представляет собой влияние и характер протекания сахарного диабета 2-го типа, препаратом, торговое название   «Янумет» , фармакокинетику , фармакодинамику , а  также показания и противопоказания  данного препарата
FAIR gedacht, FAIR gemacht: Postkarten zum FDM
Creators: name: Gloede, Carolin
name: Schröder, Max
name: Schick, Sebastian
name: Meuser, Antje
Publisher: name: Zenodo
Year: 2024
Subjects: Forschungsdatenmanagement
Research Data Management
FAIR-Principles

description: Diese Postkarten sollen das Bewusstsein für die Bedeutung von FAIR-Prinzipien für die Forschenden stärken und dazu ermutigen, ihre Daten entsprechend diesen Prinzipien zu gestalten. Sie erklären, dass die FAIR-Prinzipien – Findable, Accessible, Interoperable und Reusable – dafür sorgen, dass Forschungsdaten leicht auffindbar, zugänglich, kompatibel mit verschiedenen Systemen und gut dokumentiert sind und benennen lokale Ansprechpartner:innen.
An explicit version of Bombieri's log-free density estimate and Sárközy's theorem for shifted primes
Creators: name: Thorner, Jesse
name: Zaman, Asif
Publisher: name: arXiv
Year: 2022
Subjects: subject: Number Theory (math.NT)
subject: FOS: Mathematics

description: We make explicit Bombieri's refinement of Gallagher's log-free "large sieve density estimate near $σ= 1$" for Dirichlet $L$-functions. We use this estimate and recent work of Green to prove that if $N\geq 2$ is an integer, $A\subseteq\{1,\ldots,N\}$, and for all primes $p$ no two elements in $A$ differ by $p-1$, then $|A|\ll N^{1-1/10^{18}}$. This strengthens a theorem of Sárközy.
description: 24 pages. v4: Incorporates referee comments
Rajella caudaspinosa
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Rajella
Rajella caudaspinosa

description: Rajella caudaspinosa (von Bonde & Swart, 1923)
Munchkin Skate
Raia caudaspinosa von Bonde & Swart, 1923: 8, fig. 1, pl. 21. Holotype (unique): whereabouts unknown. Type locality: KwaZulu-Natal, South Africa, southwestern Indian Ocean.
Local synonymy: Raia caudaspinosa: Smith, 1949a: 67, not fig. 72 (= Leucoraja wallacei, in part); Smith, 1965: 67 (in part, not fig. 72). Raia albalinea: von Bonde & Swart, 1923: 6, fig. 1, pl. 20. Raia plutonia: Barnard, 1925: 68 (in part, for types of Raia albalinea). Raja caudaspinosa: Norman, 1935: 37; Fowler, 1941: 376; Hulley, 1970: 170, fig. 7a–c, pl. 3a–b; Hulley, 1972a: 86, figs. 58–59; Hulley, 1986: 120, fig. 25.7; Stehmann, 1995: 109. Raja (Rajella) caudaspinosa: Compagno et al., 1989: 96, pl.; Compagno et al., 1991: 103; Ebert et al., 1991: 77. Rajella caudaspinosa: Compagno, 1999: 117; Compagno & Ebert, 2007: 135, fig. 5a; Ebert & Compagno, 2007: 121; Ebert et al., 2008: 94; NPOA, 2013: 53; Ebert, 2014: 76, fig. 123; Weigmann et al., 2014a: 384; da Silva et al., 2015: 247; Ebert, 2015: 185, fig. 210; Ebert & van Hees, 2015: 147; Last et al., 2016f: 19; Last et al., 2016g: 337, fig. 19.122; Weigmann, 2016: 958;
South Africa voucher material: SAIAB 21912, SAIAB 25740, SAIAB 25742, SAIAB 25743, SAIAB 25747, SAIAB 25751, SAIAB 25782, SAIAB 25783, SAIAB 25784, SAIAB 26002, SAIAB 26003, SAIAB 26004, SAIAB 26005, SAIAB 26006, SAIAB 26007, SAIAB 26008, SAIAB 26009, SAIAB 26010, SAIAB 26330, SAIAB 26331, SAIAB 26332, SAIAB 26333, SAIAB 26334, SAIAB 26393, SAIAB 26394, SAIAB 26395, SAIAB 26396, SAIAB 40952, SAIAB 44354, SAIAB 64277.
South African distribution: The Orange River (NC) to Algoa Bay (EC), with at least one record from KZN.
Remarks: The species is near endemic to South Africa with most records from south of the Orange River to Cape Point, and with only a few scattered records between Algoa Bay and KZN. It reportedly occurs to south of L̹deritz, southern Namibia, but during a series of research surveys no specimens were caught north of the Orange River (Compagno et al., 1991; Compagno & Ebert, 2007).
Conservation status: LC (2019).
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on page 85, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
The eleventh cohomology group of $\bar{\mathcal{M}}_{g,n}$
Creators: name: Canning, Samir
name: Larson, Hannah
name: Payne, Sam
Publisher: name: arXiv
Year: 2022
Subjects: subject: Algebraic Geometry (math.AG)
subject: FOS: Mathematics
subject: 14C15, 14C17, 14C25

description: We prove that the rational cohomology group $H^{11}(\bar{\mathcal{M}}_{g,n})$ vanishes unless $g = 1$ and $n \geq 11$. We show furthermore that $H^k(\bar{\mathcal{M}}_{g,n})$ is pure Hodge-Tate for all even $k \leq 12$ and deduce that $\# \bar{\mathcal{M}}_{g,n}(\mathbb{F}_q)$ is surprisingly well approximated by a polynomial in $q$. In addition, we use $H^{11}(\bar{\mathcal{M}}_{1,11})$ and its image under Gysin push-forward for tautological maps to produce many new examples of moduli spaces of stable curves with nonvanishing odd cohomology and non-tautological algebraic cycle classes in Chow cohomology.
description: 18 pages. v2: Final version, to appear in Forum of Mathematics, Sigma
Rajella dissimilis
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Rajella
Rajella dissimilis

description: Rajella dissimilis (Hulley, 1970)
Ghost Skate
Raja dissimilis Hulley, 1970: 199, figs. 15, pl. 10 (figs. a–b). Holotype: ZMH 25258 [ex ISH 46-1967 a]. Type locality: West of Cape Town, South Africa, 33°47'S, 17°14'E, southeastern Atlantic.
Local synonymy: Raja dissimilis: Hulley, 1970: 199, figs. 15, pl. 10; Hulley, 1972a: 86, figs. 58–59; Hulley, 1986: 121, fig. 25.10; Stehmann, 1995: 79. Raja (Rajella) dissimilis: Compagno et al., 1989: 98, pl.; Compagno et al., 1991: 104; Ebert et al., 1991: 77. Rajella dissimilis: Compagno, 1999: 116; Compagno & Ebert, 2007: 135, fig. 5b; Ebert & Compagno, 2007: 121; Ebert et al., 2008: 95; Ebert, 2014: 75, fig. 120; Ebert, 2015: 185, fig. 211; Weigmann et al., 2014a: 384; Ebert & van Hees, 2015: 147; Last et al., 2016f: 19; Last et al., 2016g: 339, fig. 19.130; McEachran & Séret, 2016: 1402; Weigmann, 2016: 958.
South Africa voucher material: Holotype: ZMH 25258. Non-types: SAIAB 27140, SAIAB 27141, SAIAB 27142, SAIAB 53231.
South African distribution: The Orange River (NC) to St Francis Bay (EC).
Remarks: A little known, deep-sea skate that is often misidentified with other similar “grey” skates, but its distribution is now known to include northwest Africa.
Conservation status: LC (2004).
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on pages 85-86, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
Synchronization between Kerr cavity solitons and broad laser pulse injection
Creators: name: Dolinina, Daria A.
name: Vladimirov, Andrei
Publisher: name: Weierstrass Institute
Year: 2024
Subjects: subject: Optical frequency comb
subject: Kerr microcavity
subject: synchronous pumping
subject: cavity soliton
subject: neutral delay differential equation
subject: 78A60
subject: 35B32
subject: 35C08

description: The synchronization of a soliton frequency comb in a Kerr cavity with pulsed laser injection is studied numerically. A neutral delay differential equation is used to model the light dynamics in the cavity. This model allows for the investigation of both cases where the pulse repetition period is close to the cavity round-trip time and where the repetition period of the injection pulses is close to a rational fraction M/N of the round-trip time. It is demonstrated that solitons can exist in this latter case, provided that the injection pulses are of a higher amplitude, which is directly proportional to the number M. Furthermore, it is shown that the synchronization range of the solitons is also proportional to the number M . The solitons excited by pulses with a period slightly different from the M : N -resonance can be destabilized by the Andronov--Hopf bifurcation, which occurs when the injection level at the soliton position decreases to M times the injection amplitude corresponding to the saddle-node bifurcation in a model equation with uniform injection.
Rajella leoparda
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Rajella
Rajella leoparda

description: Rajella leoparda (von Bonde & Swart, 1923)
Leopard Skate
Raia leopardus von Bonde & Swart, 1923: 7, fig. 2, pl. 20. Syntypes: (several) BMNH 1935.7.14.2-3 (2). Type locality: KwaZulu-Natal, South Africa, southwestern Indian Ocean.
Local synonymy: Raia leopardus: von Bonde & Swart, 1923: 7, fig. 2, pl. 20; Barnard, 1925: 74; Smith, 1949a: 67, fig. 73; Smith, 1965: 67, fig. 73. Raia quadrimaculata:? von Bonde & Swart, 1923: 5; Barnard, 1925: 70, fig. 5, pl. 4;? von Bonde, 1934: 16. Raia lintea: Barnard, 1925: 72 (in part?). Raia naevus: Barnard, 1925: 72 (in part?). Raja leopardus: Norman, 1935: 37; Fowler, 1941: 390; Hulley, 1970: 206, figs. 18a–c, pls. 12a–b; Hulley, 1972a: 86, figs. 58–59; Hulley, 1986: 122, fig. 25.13; Stehmann, 1995: 87.? Raja barnardi: Norman, 1935: 37, fig. 14; Fowler, 1941: 371. Raja (Rajella) leopardus: Compagno et al., 1989: 98, pl.; Compagno et al., 1991: 105; Ebert et al., 1991: 77. Rajella leopardus: Compagno, 1999: 117; Compagno & Ebert, 2007: 135, fig. 5c; Ebert & Compagno, 2007: 121; Ebert et al., 2008: 95; NPOA, 2013: 54; Ebert, 2014: 75, fig. 121; da Silva et al., 2015: 247; Ebert & van Hees, 2015: 147. Rajella leoparda: Ebert, 2015: 186, fig. 214; Weigmann, et al., 2014a: 383; Last et al., 2016f: 19; Last et al., 2016g: 344, fig. 19.135; McEachran & Séret, 2016: 1402; Weigmann, 2016: 958.
South Africa voucher material: SAIAB 21919, SAIAB 21920, SAIAB 21921, SAIAB 21922, SAIAB 25739, SAIAB 25741, SAIAB 25765, SAIAB 25771, SAIAB 25803, SAIAB 25804, SAIAB 25805, SAIAB 25806, SAIAB 25807, SAIAB 25808, SAIAB 25809, SAIAB 25810, SAIAB 25811, SAIAB 25812, SAIAB 25813, SAIAB 25814, SAIAB 25815, SAIAB 25816, SAIAB 25817, SAIAB 25818, SAIAB 25819, SAIAB 25820, SAIAB 25821, SAIAB 25937, SAIAB 25938, SAIAB 25939, SAIAB 25940, SAIAB 25941, SAIAB 25942, SAIAB 25943, SAIAB 25944, SAIAB 25945, SAIAB 25946, SAIAB 25947, SAIAB 25948, SAIAB 25949, SAIAB 25950, SAIAB 25951, SAIAB 25952, SAIAB 25953, SAIAB 26241, SAIAB 26252, SAIAB 26291, SAIAB 26326, SAIAB 26327, SAIAB 26405, SAIAB 26918, SAIAB 27149, SAIAB 27150, SAIAB 27151, SAIAB 27570, SAIAB 27571, SAIAB 34845, SAIAB 40954, SAIAB 40955, SAIAB 40956, SAIAB 40961, SAIAB 40962, SAIAB 40963, SAIAB 40964, SAIAB 40965, SAIAB 40966, SAIAB 40967, SAIAB 40968, SAIAB 40969, SAIAB 40970, SAIAB 44241, SAIAB 53230, SAIAB 64274.
South African distribution: The Orange River (NC) to Algoa Bay (EC).
Remarks: The most common deep-sea skate of the upper continental slopes along the west coast of South Africa from the Orange River to Cape Point.
Conservation status: LC (2018).
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on page 86, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
Exhaustive Characterization of Quantum Many-Body Scars using Commutant Algebras
Creators: name: Moudgalya, Sanjay
name: Motrunich, Olexei I.
Publisher: name: arXiv
Year: 2022
Subjects: subject: Strongly Correlated Electrons (cond-mat.str-el)
subject: Quantum Gases (cond-mat.quant-gas)
subject: Statistical Mechanics (cond-mat.stat-mech)
subject: Mathematical Physics (math-ph)
subject: Quantum Physics (quant-ph)
subject: FOS: Physical sciences

description: We study Quantum Many-Body Scars (QMBS) in the language of commutant algebras, which are defined as symmetry algebras of families of local Hamiltonians. This framework explains the origin of dynamically disconnected subspaces seen in models with exact QMBS, i.e., the large "thermal" subspace and the small "non-thermal" subspace, which are attributed to the existence of unconventional non-local conserved quantities in the commutant; hence this unifies the study of conventional symmetries and weak ergodicity breaking phenomena into a single framework. Furthermore, this language enables us to use the von Neumann Double Commutant Theorem (DCT) to formally write down the exhaustive algebra of all Hamiltonians with a desired set of QMBS, which demonstrates that QMBS survive under large classes of local perturbations. We illustrate this using several standard examples of QMBS, including the spin-1/2 ferromagnetic, AKLT, spin-1 XY $π$-bimagnon, and the electronic $η$-pairing towers of states; and in each of these cases we explicitly write down a set of generators for the full algebra of Hamiltonians with these QMBS.Understanding this hidden structure in QMBS Hamiltonians also allows us to recover results of previous "brute-force" numerical searches for such Hamiltonians. In addition, this language clearly demonstrates the equivalence of several unified formalisms for QMBS proposed in the literature, and also illustrates the connection between two apparently distinct classes of QMBS Hamiltonians -- those that are captured by the so-called Shiraishi-Mori construction, and those that lie beyond. Finally, we show that this framework motivates a precise definition for QMBS that automatically implies that they violate the conventional Eigenstate Thermalization Hypothesis (ETH), and we discuss its implications to dynamics.
description: 26+22 pages, 1 figure. v2: Improved presentation, references added. v3: Minor clarifications, close to published version
Rajella ravidula
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Rajella
Rajella ravidula

description: Rajella ravidula (Hulley, 1970)
Smoothback Skate
Raja ravidula Hulley, 1970: 196, figs. a–b, pl. 9. Holotype: ZMH 25261 [ex ISH 50-1967]. Type locality: West of Cape Town, South Africa, 33°49'S, 17°13'E.
Local synonymy: Raja ravidula: Hulley, 1970: 196, figs. a–b, pl. 9; Hulley, 1972a: 86, figs. 58–59; Hulley, 1986: 124, fig. 25.17; Stehmann, 1995: 93. Raja (Rajella) ravidula: Compagno et al., 1989: 100, pl.; Compagno et al., 1991: 107; Ebert et al., 1991: 79. Rajella ravidula: Compagno, 1999: 117; Compagno & Ebert, 2007: 137, fig. 5d; Ebert & Compagno, 2007: 121; Ebert et al., 2008: 96; NPOA, 2013: 55; Ebert, 2014: 75, fig. 117; Weigmann et al., 2014a: 384; da Silva et al., 2015: 247; Ebert, 2015: 185, fig. 209; Ebert & van Hees, 2015: 147; Last et al., 2016f: 19; Last et al., 2016g: 349, fig. 19.122; McEachran & Séret, 2016: 1403; Weigmann, 2016: 959.
South Africa voucher material: Ebert et al. (2008) examined 19 uncatalogued specimens in the SAM collection.
South African distribution: The Orange River (NC) to southwest of Cape Point (WC).
Remarks: A very poorly known skate from the upper continental slopes off the west coast of South Africa.
Conservation status: LC (2019).
Genus Rostroraja Hulley, 1972
Spearnose Skates
Rostroraja (subgenus of Raja) Hulley, 1972: 77. Type species: Raja alba Lacepède 1803, type by original designation.
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on pages 86-87, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
Resolutions of local face modules, functoriality, and vanishing of local $h$-vectors
Creators: name: Larson, Matt
name: Payne, Sam
name: Stapledon, Alan
Publisher: name: arXiv
Year: 2022
Subjects: subject: Combinatorics (math.CO)
subject: FOS: Mathematics
subject: 05E45, 13F55 (Primary) 06A07 (Secondary)

description: We study the local face modules of triangulations of simplices, i.e., the modules over face rings whose Hilbert functions are local $h$-vectors. In particular, we give resolutions of these modules by subcomplexes of Koszul complexes as well as functorial maps between modules induced by inclusions of faces. As applications, we prove a new monotonicity result for local $h$-vectors and new results on the structure of faces in triangulations with vanishing local $h$-vectors.
description: v2: 15 pages, minor improvements. To appear in Algebraic Combinatorics
Rostroraja alba Lacepede 1803
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Rostroraja
Rostroraja alba

description: Rostroraja alba Lacepède, 1803
Spearnose Skate
Raja alba Lacepède, 1803: 661, 663, Pl. 20 (Fig. 1). No types known. Type locality: France, La Manche /English Channel.
Local synonymy: Raia marginata: Regan, 1908a: 242; Gilchrist & Thompson, 1916: 270; Barnard, 1925: 65, fig. 1, pl. 4; Clark, 1926: 47, pls. 28–30, 31a (South Africa); von Bonde, 1933: 41; von Bonde, 1934: 16; Barnard, 1947: 26, fig. 11, pl. 3. Raja marginata: Thompson, 1914: 158. Raia alba: von Bonde & Swart, 1923: 5; Smith, 1949a: 66, fig. 67; Smith, 1964: 285; Smith, 1965: 66, fig. 67. Raja alba: Norman, 1935: 37; Fowler, 1941: 365; Hulley, 1966: 497, fig. 8; Wallace, 1967a: 27, figs. 13–15; Hulley, 1969: 137; Hulley, 1970: 176, figs. 8a–c, pls. 5a–b; Hulley, 1972a: 86, figs. 58–59; Hulley, 1986: 119, fig. 25.6; Stehmann, 1995: 104. Raja (Rostroraja) alba: Compagno et al., 1989: 94, pl.; Compagno et al., 1991: 107; Ebert et al., 1991: 73. Rostroraja alba: Compagno, 1999: 117; Heemstra & Heemstra, 2004: 81; Compagno & Ebert, 2007: 141, fig. 7d; Ebert & Compagno, 2007: 121; Ebert et al., 2008: 96; NPOA, 2013: 53; da Silva et al., 2015: 247; Ebert & van Hees, 2015: 147; Last et al., 2016f: 24; Last et al., 2016g: 352, fig. 19.143; McEachran & Séret, 2016: 1403; Weigmann, 2016: 959.
South Africa voucher material: SAIAB 7839, SAIAB 7840, SAIAB 7841, SAIAB 7854, SAIAB 7864, SAIAB 7881, SAIAB 8065, SAIAB 8531, SAIAB 10093, SAIAB 11152, SAIAB 11153, SAIAB 11927, SAIAB 12682, SAIAB 12835, SAIAB 13298, SAIAB 16424, SAIAB 25748, SAIAB 25969, SAIAB 26900, SAIAB 26901, SAIAB 26902, SAIAB 41538, SAIAB 41539, SAIAB 44247, SAIAB 48528, SAIAB 48529, SAIAB 189149, SAIAB 189150.
South African distribution: The Orange River (NC) to Kosi Bay (KZN).
Remarks: One of the largest known skates, growing up to 250 cm TL. The population in South Africa appears to be centered along the west coast to Algoa Bay.
Conservation status: EN (2006).
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on page 87, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
Anacanthobatidae von Bonde & Swart 1923
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Anacanthobatidae

description: Family Anacanthobatidae von Bonde & Swart, 1923
Legskates
Genus Anacanthobatis von Bonde & Swart, 1923
Smooth Legskates
Anacanthobatis von Bonde & Swart, 1923: errata [18]. Type species: Anacanthobatis marmoratus von Bonde & Swart, 1923, type by subsequent designation.
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on page 87, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
Anacanthobatis marmorata
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Anacanthobatidae
Anacanthobatis
Anacanthobatis marmorata

description: Anacanthobatis marmorata (von Bonde & Swart, 1923)
Spotted Legskate
Leiobatis marmoratus von Bonde & Swart, 1923: 18, pl. 23. Lectotype: SAIAB [formerly RUSI] 662 selected by Hulley, 1973: 133. Type locality: KwaZulu-Natal coast, 30°09'45''S, 30°58'02''E, South Africa, southwestern Indian Ocean.
Local synonymy: Leiobatis marmoratus: von Bonde & Swart, 1923: 18, pl. 23; Fowler, 1941: 448. Leiobatis dubius: von Bonde & Swart, 1923: 19 (originally published with genus Leiobatis, but separate errata sheet says that it should be Anacanthobatis); Fowler, 1941: 448. Anacanthobatis marmoratus: Barnard, 1925: 79; Fowler, 1941: 448; Smith, 1949a: 71, fig. 84; Bigelow & Schroeder, 1953: 327; Barnard, 1959: 27, fig., 4; Smith, 1961a: 71, fig. 84; Smith, 1965: 71, fig. 84; Wallace, 1967a: 43, figs 22–23; Hulley, 1973: 131; Hulley, 1986: 126, fig. 26.1; Compagno et al., 1989: 86, pl.; Compagno, 1999: 117; Compagno & Ebert, 2007: 141, fig. 7e; Ebert & Compagno, 2007: 122; Ebert, 2014: 55, fig. 73; Ebert & van Hees, 2015: 147. Springeria dubia: Bigelow & Schroeder, 1953: 328. Anacanthobatis marmorata: Séret et al., 2016c: 496, fig. 22.1; Weigmann, 2016: 961.
South Africa voucher material: SAIAB [formerly RUSI] 662, SAIAB 10430.
South African distribution: Known from a few records off KZN.
Remarks: A regional endemic to KZN and Mozambique. There are two WC records from near Mossel Bay, but these require confirmation since this area has been heavily surveyed without a single specimen being captured (von Bonde, 1933: Compagno & Ebert, 2007).
Conservation status: NT (2020).
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on pages 87-88, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
Cruriraja Bigelow & Schroeder 1948
Creators: name: Ebert, David A.
name: Wintner, Sabine P.
name: Kyne, Peter M.
Publisher: name: Zenodo
Year: 2021
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Elasmobranchii
Rajiformes
Rajidae
Cruriraja

description: Genus Cruriraja Bigelow & Schroeder, 1948a
Rough Legskates
Cruriraja Bigelow & Schroeder, 1948a: 549. Type species: Cruriraja atlantis Bigelow & Schroeder, 1948a. Type by original designation.
description: Published as part of Ebert, David A., Wintner, Sabine P. & Kyne, Peter M., 2021, An annotated checklist of the chondrichthyans of South Africa, pp. 1-127 in Zootaxa 4947 (1) on page 88, DOI: 10.11646/zootaxa.4947.1.1, http://zenodo.org/record/4614567
Learning through crises: Organising education for uncertain times
Creators: name: Seddon, Teresa
Publisher: name: La Trobe
Year: 2024
Subjects: classificationCode: 390199
subject: Curriculum and pedagogy not elsewhere classified
classificationCode: 440402
subject: Humanitarian disasters, conflict and peacebuilding

description: https://www.klinkhardt.de/verlagsprogramm/2504.html