cometadata/datacite-rtg-text-other-reclassification-records huggingface dataset:
MOESM1 of Retrospective analysis in oculocutaneous albinism patients for the 2.7Â kb deletion in the OCA2 gene revealed a co-segregation of the controversial variant, p.R305W
Creators: name: Gao, Jackson
name: Leera DâSouza
name: Wetherby, Keith
name: Antolik, Christian
name: Reeves, Melissa
name: Adams, David
name: Tumminia, Santa
name: Xinjing Wang
Publisher: name: Figshare
Year: 2017
Subjects: subject: Space Science
subject: Genetics
subject: FOS: Biological sciences
subject: Molecular Biology
subject: 59999 Environmental Sciences not elsewhere classified
subject: FOS: Earth and related environmental sciences
subject: Developmental Biology
subject: Hematology
subject: 60506 Virology

description: Additional file 1: Table S1. Primers for TYR intronic regions.
Additional file 1: of Pattern analysis of schistosomiasis prevalence by exploring predictive modeling in Jiangling County, Hubei Province, P.R. China
Creators: name: Xia, Shang
name: Xue, Jing-Bo
name: Zhang, Xia
name: He-Hua Hu
name: Eniola Abe
name: Rollinson, David
name: Bergquist, Robert
name: Yibiao Zhou
name: Li, Shi-Zhu
name: Xiao-Nong Zhou
Publisher: name: Figshare
Year: 2017
Subjects: subject: Ecology
subject: FOS: Biological sciences
subject: Sociology
subject: FOS: Sociology
subject: 69999 Biological Sciences not elsewhere classified

description: Multilingual abstract into five official working languages of the United Nations. (PDF 611 kb)
Pachycheles ackleianus A. Milne-Edwards 1880
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Porcellanidae
Pachycheles
Pachycheles ackleianus

description: Pachycheles ackleianus A. Milne-Edwards, 1880
Pachycheles ackleianus – Gore 1974: 706, “along the northeastern coast of South America to Pernambuco, Brazil ”. — Werding et al. 2003: table 1, “Guyanas” [region n° 11 in table 1]. — Rodríguez et al. 2005: 554, “Guyanas” [in distribution]. — Ferreira 2019: 62, “Guyanas” [in distribution].
Distribution/Habitat
WA; marine; 0–82 m
Remark
No station data of R/V Oregon or Pillsbury were retrieved during this research in sGuianas, not even in Gore (1974). It seems that “Guyanas” has been indicated in Werding et al. (2003) from Gore’s (1974) mention that the species is distributed “along the northeastern coast of South America to Pernambuco ”, and then copied in subsequent contributions. The presence of this species in sGuianas is possible but needs to be better documented.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on page 80, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
MOESM1 of Retrospective analysis in oculocutaneous albinism patients for the 2.7Â kb deletion in the OCA2 gene revealed a co-segregation of the controversial variant, p.R305W
Creators: name: Gao, Jackson
name: Leera DâSouza
name: Wetherby, Keith
name: Antolik, Christian
name: Reeves, Melissa
name: Adams, David
name: Tumminia, Santa
name: Xinjing Wang
Publisher: name: Figshare
Year: 2017
Subjects: subject: Space Science
subject: Genetics
subject: FOS: Biological sciences
subject: Molecular Biology
subject: 59999 Environmental Sciences not elsewhere classified
subject: FOS: Earth and related environmental sciences
subject: Developmental Biology
subject: Hematology
subject: Virology

description: Additional file 1: Table S1. Primers for TYR intronic regions.
Trioza lienhardi Burckhardt 1981
Creators: name: Spodek, Malkie
name: Burckhardt, Daniel
name: Freidberg, Amnon
Publisher: name: Zenodo
Year: 2017
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Hemiptera
Triozidae
Trioza
Trioza lienhardi

description: Trioza lienhardi Burckhardt
Material examined. JV: 1 ♀, Almagor, 17-28.vi.2011 (W. Kuslitzky); NCP: 1 ♂, 1 ♀, ‘ Atlit, 19.ii.1989 (J. Halperin); CCP: 1 ♂, 1 ♀, Tel Aviv Country Club, 32o08.560’N 34o47.813’E, 6.ii.1990 (J. Halperin); 1 ♂, Tel Aviv University Botanical Gardens, 1.iv.1991, Acacia sp. (J. Halperin); SCP: 1 ♀, Hodaya, 15.iii.2000 (N.D Springate); JD: 2 ♂, 1 ♀, ‘ En Mabua’, 27.ii.2007 (A. Freidberg); NN: 4 ♂, 7 ♀, Devira, 4.iv.2007 (A. Freidberg); 6 ♂, 2 ♀, Be’er Sheva, 15 km S, 16.ii.1989, Lycium sp. (J. Halperin); 1 ♀, ‘ Ezuz, 24.iii.2000 (A. Freidberg); CN: 2 ♂, 2 ♀, Mash’abim, 24.iii.1988, L. europaeum (J. Halperin); 12 ♂, 12 ♀, Yeroham, 31.iii.1988, Lycium sp. (J. Halperin); 2 ♂, Yeroham, 26.iii.2015 (W. Kuslitzky); 3 ♂, 3 ♀, Nahal Ramon, 25.x.1988, 24.iii.1989, L. shawii (J. Halperin); SN: 15 ♂, 11 ♀, Mezad Sayif, Nahal Zin, 60 m, 30o51.7’N 35o09.8’E (A. Freidberg); 1 ♂, Paran, 22.iii.2000 (N.D Springate); AV: 5 ♂, 3 ♀, Hazeva, 4.xii.1995 (A. Freidberg); 1 ♀, Hazeva, 6.v.2010, Lycium schweinfurthii (D. Burckhardt); 1 ♀, Qetura, 10.v.2010, L. schweinfurthii (D. Burckhardt).
Published records in Israel. CN (Halperin et al. 1988).
Host plant. Lycium europaeum, L. schweinfurthii, L. shawii (Solanaceae).
description: Published as part of Spodek, Malkie, Burckhardt, Daniel & Freidberg, Amnon, 2017, The Psylloidea (Hemiptera) of Israel, pp. 301-345 in Zootaxa 4276 (3) on page 337, DOI: 10.11646/zootaxa.4276.3.1, http://zenodo.org/record/1039104
Pachycheles coelhoi de Azevedo Ferreira & Tavares 2019
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Porcellanidae
Pachycheles
Pachycheles coelhoi

description: Pachycheles coelhoi de Azevedo Ferreira & Tavares, 2019
Pachycheles coelhoi de Azevedo Ferreira & Tavares, 2019: Brazil Amapá [Cabo Orange, Project Geomar III, R/V Almirante Saldanha, stn 208, 04°52′ N, 50°31′30″ W, 1971, 118 m]
non Pachycheles rugimanus – Veloso & Melo 1993: 178, Brazil Amapá. — Veloso 1998: 401, Brazil Amapá. — Melo 1999: 242, Brazil Amapá. — Coelho et al. 2007: tab. 4, Brazil Amapá. According to de Azevedo Ferreira & Tavares (2019) all previous records of P. rugimanus A. Milne-Edwards, 1880 from Brazil Amapá are Pachycheles coelhoi.
Distribution/Habitat
WA (only Brazil Amapá); marine; 118 m.
Remark
It is not clear why “ Suriname ” is indicated by Rodríguez et al. (2005) and de Azevedo Ferreira & Melo (2016) in the distribution of Pachycheles rugimanus A. Milne-Edwards, 1880. It possibly comes from “Guyanas”, indicated in Werding et al. (2003: tab. 1). Until this record is better defined, it seems more prudent to remove Pachycheles rugimanus from Suriname, especially since it could be corrected to P. coelhoi, as for all other old records of P. rugimanus in nearby Brazil Amapá (see de Azevedo Ferreira & Tavares 2019). The geographic distribution of P. rugimanus is limited to North Carolina to Florida, Mexico, Haiti, Dominican Republic, St Thomas and Virgin Islands (de Azevedo Ferreira & Tavares 2019: 192).
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on page 80, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
Trioza marginepunctata Flor 1861
Creators: name: Spodek, Malkie
name: Burckhardt, Daniel
name: Freidberg, Amnon
Publisher: name: Zenodo
Year: 2017
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Hemiptera
Triozidae
Trioza
Trioza marginepunctata

description: Trioza marginepunctata Flor
Material examined. UG: 5 ♂, 4 ♀, Nahal ‘Ammud, 5.iv.1991, R. alaternus (J. Halperin); CR: 5 ♂, 4 ♀, Nahal Qelah, 5.iv.1992, Rhamnus alaternus (J. Halperin).
Published records in Israel. S, YV (Halperin et al. 1982).
Host plant. Rhamnus alaternus (Rhamnaceae).
description: Published as part of Spodek, Malkie, Burckhardt, Daniel & Freidberg, Amnon, 2017, The Psylloidea (Hemiptera) of Israel, pp. 301-345 in Zootaxa 4276 (3) on page 337, DOI: 10.11646/zootaxa.4276.3.1, http://zenodo.org/record/1039104
Petrolisthes galathinus
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Porcellanidae
Petrolisthes
Petrolisthes galathinus

description: Petrolisthes galathinus (Bosc, 1802)
Petrolisthes galathinus – Holthuis 1959a: 162, French Guiana [27 m]. — Tricart & Foubert 2000: tab. 1, French Guiana [list].
Distribution/Habitat
WA; marine; 0– 55 m.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on page 81, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
Additional file 1: Figure S1. of Phosphorylation by mTORC1 stablizes Skp2 and regulates its oncogenic function in gastric cancer
Creators: name: Qirong Geng
name: Jianjun Liu
name: Zhaohui Gong
name: Shangxiang Chen
name: Shuai Chen
name: Xiaoxing Li
name: Lu, Yue
name: Xiaofeng Zhu
name: Hui-Kuan Lin
name: Dazhi Xu
Publisher: name: Figshare
Year: 2017
Subjects: subject: Biophysics
subject: Biochemistry
subject: Cell Biology
subject: Genetics
subject: FOS: Biological sciences
subject: Molecular Biology
subject: Pharmacology
subject: 39999 Chemical Sciences not elsewhere classified
subject: FOS: Chemical sciences
subject: Cancer

description: mTORC1 pathway prevented by rapamycin (A) and siRNA (B) in MKN45 cells downregulated the expression of Skp2. mTOR (Endogenous) interacts with Skp2 (Endogenous) in BCG823 cell line (C). Figure S2. Mass Spectrometry identified Ser64 phosphorylation of Skp2 by mTORC1. Figure S3. Sequence alignment of Skp2 with the Ser64 site recognized by mTORC1 in a variety of species (A). Flag-tagged Skp2 WT protein translated in vitro was incubated with mTOR WT or mTOR KD for 2Â h. The samples were then analyzed by Western blot (B). Figure S4. MKN45 cells with stable overexpression of Vector,Skp2 WT,Skp2 S64A and Skp2 S64D were plated for cell growth analysis (A) and soft agar transformation assay (B). BGC823 cell lines with Vector, Skp2 WT, Skp2 S64A and Skp2-siRNA were plated for invasion analysis (C). Results are presented from a representative experiment. *p < 0.05, using Studentâ  s t-test, n = 3. Figure S5. Ten pairs of GC tissues and the non-tumor counterparts were extracted and exposed to qRT-PCR to determine mRNA levels (A), which were normalized to the internal GAPDH(B). Representative gastric cancer tumor tissues (T) and adjacent normal tissue (N) were extracted and analyzed by western bolt (C). Representative IHC staining of p-Skp2 (Ser64) in serial sections of human gastric cancer specimens. T, tumor; ANT, adjacent normal tissue; scale bar, 50um. (PDF 4776 kb)
Trioza remota Foerster 1848
Creators: name: Spodek, Malkie
name: Burckhardt, Daniel
name: Freidberg, Amnon
Publisher: name: Zenodo
Year: 2017
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Hemiptera
Triozidae
Trioza
Trioza remota

description: Trioza remota Foerster
Material examined. MH: 1 ♂, 1 ♀, Har Hermon, 1600 m, 33º18.3’N 35º46.2’E, 1.xi.1991 (J. Halperin); UG: 2 ♀, Har Meron, 1100 m, 32º59.8’N 35º25’E, 22.xi.2006 (A. Freidberg); 9 ♂, 2 ♀, Har Meron, 32º59.741’N 35º24.683’E, 1145 m, 14.iii.2011, 1.iv.2012 (A. Freidberg); LG: 1 ♀, Qiryat Tiv’on, 7.iii.1959 (M. Sternlicht). Host plant. Quercus boissieri (Fagaceae).
Comments. New record for Israel.
description: Published as part of Spodek, Malkie, Burckhardt, Daniel & Freidberg, Amnon, 2017, The Psylloidea (Hemiptera) of Israel, pp. 301-345 in Zootaxa 4276 (3) on page 337, DOI: 10.11646/zootaxa.4276.3.1, http://zenodo.org/record/1039104
Porcellana sayana
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Porcellanidae
Porcellana
Porcellana sayana

description: Porcellana sayana (Leach, 1820)
Porcellana sayana – Holthuis 1959a: 161, Suriname [9–53 m]. — Bullis & Thompson 1965: 10, Guyana, Suriname [R/V Oregon, stn 2249, 7°40′ N, 57°34′ W, 55 m; stn 2262, 7°18′ N, 56°49′ W, 60 m; stn 2339, 7°12′ N, 57°22′ W, 31 m]. — Coelho 1969: tab. 1, Brazil Amapá. — Coelho & Ramos 1972: 175, Brazil Amapá [0–41 m]. — Gore 1974: 715, Suriname, French Guiana. — Takeda 1983: 97, Suriname, French Guiana [32 m]. — Veloso & Melo 1993: 178, Brazil Amapá. — Melo 1999: 266, Brazil Amapá. — Coelho et al. 2007: tab. 4, Brazil Amapá.
Distribution/Habitat
WA; marine; 1– 183 m.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on page 81, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
Trioza urticae Linnaeus
Creators: name: Spodek, Malkie
name: Burckhardt, Daniel
name: Freidberg, Amnon
Publisher: name: Zenodo
Year: 2017
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Hemiptera
Triozidae
Trioza
Trioza urticae

description: Trioza urticae (Linnaeus)
Material examined. MH: 1 ♂, 4 ♀, Har Hermon, 1700 m, 17.v.2009 (A. Freidberg); 5 ♂, 6 ♀, Har Hermon, 33º18.47’N 35º46.333’E, 1650‒2000 m, 7.v.2010 (D. Burckhardt & A. Freidberg); CP: 1 ♀, ‘ Isfiya, 32º43’N 35º04’E, 5.v.2010 (A. Freidberg); CCP: 2 ♂, 3 ♀, Nahal Tanninim Reserve, 32o32.972’N 34o54.927’E, 5 m, 4.v.2010 (D. Burckhardt); JV: 1 ♂, 1 ♀, Ẕemah, 32o42.295’N 35o35.852’E, 21.iii.2010 (A. Freidberg); AV: 1 ♂, Timna’ Lake, 10.iv.2002 (A. Freidberg).
Published records in Israel. LG (Halperin et al. 1988). Host plant. Urtica sp. (Urticaceae).
description: Published as part of Spodek, Malkie, Burckhardt, Daniel & Freidberg, Amnon, 2017, The Psylloidea (Hemiptera) of Israel, pp. 301-345 in Zootaxa 4276 (3) on pages 337-338, DOI: 10.11646/zootaxa.4276.3.1, http://zenodo.org/record/1039104
Trioza velutina Foerster 1848
Creators: name: Spodek, Malkie
name: Burckhardt, Daniel
name: Freidberg, Amnon
Publisher: name: Zenodo
Year: 2017
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Hemiptera
Triozidae
Trioza
Trioza velutina

description: Trioza velutina Foerster
Material examined. MH: 2 ♂, Har Hermon, Mizpe Shlagim, 2100 m, 11.vi.2003 (A. Freidberg); 2 ♀, Har Hermon, 1500‒1600 m, 33º18’N 35º46’E, 6.vi.2002 (A. Freidberg); 4 ♀, Har Hermon, 33º18.252’N 35º47.174’E, 1800‒2000 m, 7.v.2010 (D. Burckhardt & A. Freidberg).
Host plant. Galium sp. (Rubiaceae).
Comments. New record for Israel.
description: Published as part of Spodek, Malkie, Burckhardt, Daniel & Freidberg, Amnon, 2017, The Psylloidea (Hemiptera) of Israel, pp. 301-345 in Zootaxa 4276 (3) on page 338, DOI: 10.11646/zootaxa.4276.3.1, http://zenodo.org/record/1039104
Parodon nasus Kner 1859
Creators: name: The, Stefan Koerber
Publisher: name: Zenodo
Year: 2008
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Characiformes
Parodontidae
Parodon
Parodon nasus

description: Parodon nasus Kner, 1859
P. tortuosus is a jr. synonym of nasus> details
description: Published as part of The, Stefan Koerber, 2008, List of Freshwater Fishes from Argentina - Update 10., pp. 1-9 in Ichthyological Contributions of PecesCriollos 11 on page 1, DOI: 10.5281/zenodo.11558160
A New Method of Extension of Local Maps of Banach Spaces. Applications and Examples
Creators: name: Belitskii, Genrich
name: Rayskin, Victoria
Publisher: name: arXiv
Year: 2017
Subjects: subject: Functional Analysis (math.FA)
subject: FOS: Mathematics
subject: 26E15 (Primary) 46B07, 58Bx (Secondary)

description: A known classical method of extension of smooth local maps of Banach spaces uses smooth bump functions. However, such functions are absent in the majority of infinite-dimensional Banach spaces. This is an obstacle in the development of local analysis, in particular in the questions of extending local maps onto the whole space. We suggest an approach that substitutes bump functions with special maps, which we call blid maps. It allows us to extend smooth local maps from non-smooth spaces, such as $C^q[0,1], q=0,1,...$. As an example of applications, we show how to reconstruct a map from its derivatives at a point, for spaces possessing blid maps. We also show how blid maps can assist in finding global solutions to cohomological equations having linear transformation of argument.
description: arXiv admin note: substantial text overlap with arXiv:1703.06299
Porcellana sigsbeiana A. Milne-Edwards 1880
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Porcellanidae
Porcellana
Porcellana sigsbeiana

description: Porcellana sigsbeiana A. Milne-Edwards, 1880
Porcellana sigsbeiana – GBIF 2023, Guyana, Suriname [Guyana, from NMNH (USNM) 1256136, https://www.gbif.org/occurrence/1320282574, R/V Oregon, cruise 53, 6.7° N, - 55.6167° W, 40– 42 m, id. L. Ferreira 2014; Suriname, VMIC, R/V Pillsbury-658, 9/07/1968, 7.166667° N, - 53.6° W, 130 m, id. R.H. Gore]. — RMNH, 2023, French Guyana [Luymes Guyana shelf Expedition stn 13, French Guyana, 25/08/1970, 6°43′ N, 52°46′ W, trawl, 132 m, fine sand & mud, RMNH. CRUS.D.49792, https://bioportal.naturalis.nl/nl/specimen/ RMNH.CRUS.D.49792].
Distribution/Habitat
WA; marine; 15– 400 m.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on page 81, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
Albunea paretii Guerin-Meneville 1853
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Albuneidae
Albunea
Albunea paretii

description: Albunea paretii Guérin-Méneville, 1853
Albunea oxyophthalma Miers, 1878 – Bullis & Thompson 1965: 9, Brazil Pará (latitude of Amapá) [R/V Oregon, stn 2092, 0°23′ N, 47°05′ W, 38 m]. Accepted as Albunea paretii Guérin-Méneville, 1853 in WoRMS (2023).
Albunea paretii – Coelho 1969: tab. 1, Brazil Amapá. — Calado 1998: 407, Brazil Amapá. — Melo 1999: 278, Brazil Amapá. — Le Loeuff & Cosel 2000: 25, annex 1, French Guiana. — Boyko 2002: 327, French Guiana [Cayenne, coll. unknown: syntype of A. oxyophthalma (BMNH 57.45)]. — Coelho et al. 2007: tab. 4, Brazil Amapá.
Distribution/Habitat
WA; marine; 0– 101 m.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on pages 81-82, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
Packing Topological Minors Half-Integrally
Creators: name: Liu, Chun-Hung
Publisher: name: arXiv
Year: 2017
Subjects: subject: Combinatorics (math.CO)
subject: Discrete Mathematics (cs.DM)
subject: FOS: Mathematics
subject: FOS: Computer and information sciences

description: The packing problem and the covering problem are two of the most general questions in graph theory. The Erdős-Pósa property characterizes the cases when the optimal solutions of these two problems are bounded by functions of each other. Robertson and Seymour proved that when packing and covering $H$-minors for any fixed graph $H$, the planarity of $H$ is equivalent to the Erdős-Pósa property. Thomas conjectured that the planarity is no longer required if the solution of the packing problem is allowed to be half-integral.
 In this paper, we prove that this half-integral version of Erdős-Pósa property holds for packing and covering $H$-topological minors, for any fixed graph $H$, which easily implies Thomas' conjecture. In fact, we prove an even stronger statement in which those topological minors are rooted at any choice of prescribed subsets of vertices.
 A number of results on $H$-topological minor free or $H$-minor free graphs have conclusions or requirements tied to properties of $H$. Classes of graphs that can half-integrally pack only a bounded number of $H$-topological minors or $H$-minors are more general topological minor-closed or minor-closed families whose minimal obstructions are more complicated than $H$. Our theorem provides a general machinery to extend those results to those more general classes of graphs without losing their tight connections to $H$.
Geometric generation of the wrapped Fukaya category of Weinstein manifolds and sectors
Creators: name: Chantraine, Baptiste
name: Rizell, Georgios Dimitroglou
name: Ghiggini, Paolo
name: Golovko, Roman
Publisher: name: arXiv
Year: 2017
Subjects: subject: Symplectic Geometry (math.SG)
subject: Differential Geometry (math.DG)
subject: Geometric Topology (math.GT)
subject: FOS: Mathematics
subject: 53D37, 53D40, 57R17

description: We prove that the wrapped Fukaya category of any $2n$-dimensional Weinstein manifold (or, more generally, Weinstein sector) $W$ is generated by the unstable manifolds of the index $n$ critical points of its Liouville vector field. Our proof is geometric in nature, relying on a surgery formula for Floer cohomology and the fairly simple observation that Floer cohomology vanishes for Lagrangian submanifolds that can be disjoined from the isotropic skeleton of the Weinstein manifold. Note that we do not need any additional assumptions on this skeleton. By applying our generation result to the diagonal in the product $W \times W$, we obtain as a corollary that the open-closed map from the Hochschild homology of the wrapped Fukaya category of $W$ to its symplectic cohomology is an isomorphism, proving a conjecture of Seidel. We work mainly in the "linear setup" for the wrapped Fukaya category, but we also extend the proofs to the "quadratic" and "localisation" setup. This is necessary for dealing with Weinstein sectors and for the applications.
description: 73 pages, 7 figures. Accepted for publication in Annales Scientifiques de l'\'Ecole Normale Sup\'erieure
Zygopa michaelis Holthuis 1961
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Albuneidae
Zygopa
Zygopa michaelis

description: Zygopa michaelis Holthuis, 1961
Zygopa michaelis – Boyko 2002: 204, Suriname [Coll. ‘Snellius’, stn 42, 06°46.5′ N, 56°30′ W, 40 m, 6/05/1966, 1 female (RMNH.CRUS.D.24106); stn 44, 06°33.6′ N, 56°31.6′ W, 38 m, 6/05/1966, 1 female (RMNH.CRUS.D.24105); stn 58, 07°25.4′ N, 56°54.4′ W, 66–69 m, 11/05/1966, 1 female (ov.) (RMNH.CRUS.D.24107)].
Distribution/Habitat
WA; marine; 4– 73 m.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on page 82, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
Legendrian submanifolds from Bohr-Sommerfeld covers of monotone Lagrangian tori
Creators: name: Rizell, Georgios Dimitroglou
name: Golovko, Roman
Publisher: name: arXiv
Year: 2019
Subjects: subject: Symplectic Geometry (math.SG)
subject: FOS: Mathematics
subject: 53D12, 53D42

description: By a result due to Ziltener, there exist no closed embedded Bohr-Sommerfeld Lagrangians inside $\mathbb CP^n$ for the prequantisation bundle whose total space is the standard contact sphere. On the other hand, any embedded monotone Lagrangian torus has a canonical nontrivial cover which is a Bohr-Sommerfeld immersion. We draw the front projections for the corresponding Legendrian lifts inside a contact Darboux ball of the threefold covers of both the two-dimensional Clifford and Chekanov tori (the former is the Legendrian link of the Harvey-Lawson special Lagrangian cone), and compute the associated Chekanov-Eliashberg algebras. Although these Legendrians are not loose, we show that they both admit exact Lagrangian cobordisms to the loose Legendrian sphere; they hence admit exact Lagrangian caps in the symplectisation, which are non-regular Lagrangian cobordisms. Along the way, we also compute bilinearised Legendrian contact homology of a general Legendrian surface in the standard contact vector space when all Reeb chords are of positive degree, as well as the augmentation variety in the case of tori.
description: 55 pages, 15 figures. Final version, accepted for publication in Communications in Analysis and Geometry
Lithodes manningi Macpherson 1988
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Lithodidae
Lithodes
Lithodes manningi

description: Lithodes manningi Macpherson, 1988
Lithodes manningi Macpherson, 1988: 62, Suriname, French Guiana [allotype, R/V Oregon II, stn 10611, 12/05/1969, 07°13′ N, 52°52′ W, 777 m].
Lithodes manningi – Silva et al. 2020: tab. 1, Brazil Amapá.
Distribution/Habitat
WA; marine; 640–1236 m.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on page 82, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
Prochilodus lineatus
Creators: name: The, Stefan Koerber
Publisher: name: Zenodo
Year: 2008
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Characiformes
Prochilodontidae
Prochilodus
Prochilodus lineatus

description: Prochilodus lineatus (Valenciennes, 1836)
P. platensis and P. scrofa are jr. synonyms of lineatus> details NEW
description: Published as part of The, Stefan Koerber, 2008, List of Freshwater Fishes from Argentina - Update 10., pp. 1-9 in Ichthyological Contributions of PecesCriollos 11 on page 1, DOI: 10.5281/zenodo.11558160
New Method of Smooth Extension of Local Maps on Linear Topological Spaces. Applications and Examples
Creators: name: Belitskii, Genrich
name: Rayskin, Victoria
Publisher: name: arXiv
Year: 2019
Subjects: subject: Dynamical Systems (math.DS)
subject: FOS: Mathematics
subject: 37Mxx 37MXX, 37NXX

description: The question of extension of locally defined maps to the entire space arises in many problems of analysis (e.g., local linearization of functional equations). A known classical method of extension of smooth local maps on Banach spaces uses smooth bump functions. However, such functions are absent in the majority of infinite-dimensional spaces. We suggest a new approach to localization of Banach spaces with the help of locally identical maps, which we call blid maps. In addition to smooth spaces, blid maps also allow to extend local maps on non-smooth spaces (e.g., $C^q [0, 1]$, $q=0, 1, 2,...$).
 For the spaces possessing blid maps, we show how to reconstruct a map from its derivatives at a point (see the Borel Lemma). We also demonstrate how blid maps assist in finding global solutions of cohomological equations having linear transformation of the argument. We present application of blid maps to local differentiable linearization of maps on Banach spaces.
 We discuss differentiable localization for metric spaces (e.g., $C^{\infty}(\R)$), prove an extension result for locally defined maps and present examples of such extensions for the specific metric spaces. In conclusion, we formulate open problems.
description: Conference Proceedings
Differentiation of Blackbox Combinatorial Solvers
Creators: name: Vlastelica, Marin
name: Paulus, Anselm
name: Musil, Vít
name: Martius, Georg
name: Rolínek, Michal
Publisher: name: arXiv
Year: 2019
Subjects: subject: Machine Learning (cs.LG)
subject: Machine Learning (stat.ML)
subject: FOS: Computer and information sciences

description: Achieving fusion of deep learning with combinatorial algorithms promises transformative changes to artificial intelligence. One possible approach is to introduce combinatorial building blocks into neural networks. Such end-to-end architectures have the potential to tackle combinatorial problems on raw input data such as ensuring global consistency in multi-object tracking or route planning on maps in robotics. In this work, we present a method that implements an efficient backward pass through blackbox implementations of combinatorial solvers with linear objective functions. We provide both theoretical and experimental backing. In particular, we incorporate the Gurobi MIP solver, Blossom V algorithm, and Dijkstra's algorithm into architectures that extract suitable features from raw inputs for the traveling salesman problem, the min-cost perfect matching problem and the shortest path problem. The code is available at https://github.com/martius-lab/blackbox-backprop.
description: ICLR 2020 conference paper (spotlight). The first two authors contributed equally
Neolithodes agassizii
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Lithodidae
Neolithodes
Neolithodes agassizii

description: Neolithodes agassizii (Smith, 1882)
Neolithodes agassizii – Takeda 1983: 106, Suriname, French Guiana [680–855 m]. — Macpherson 1988: Suriname, French Guiana [R/V Oregon II, 1969, 659– 834 m]. — Guéguen 2000: 692, tab. 1, French Guiana [585–855 m].
Distribution/Habitat
WA (southern limit French Guiana); marine; 200–1900 m.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on page 82, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
Characidium borellii
Creators: name: The, Stefan Koerber
Publisher: name: Zenodo
Year: 2008
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Characiformes
Crenuchidae
Characidium
Characidium borellii

description: Characidium borellii (Boulenger, 1895)
Valid species from Argentina> details
description: Published as part of The, Stefan Koerber, 2008, List of Freshwater Fishes from Argentina - Update 10., pp. 1-9 in Ichthyological Contributions of PecesCriollos 11 on page 1, DOI: 10.5281/zenodo.11558160
Phase Transition of Degeneracy in Minor-Closed Families
Creators: name: Liu, Chun-Hung
name: Wei, Fan
Publisher: name: arXiv
Year: 2019
Subjects: subject: Combinatorics (math.CO)
subject: FOS: Mathematics

description: Given an infinite family ${\mathcal G}$ of graphs and a monotone property ${\mathcal P}$, an (upper) threshold for ${\mathcal G}$ and ${\mathcal P}$ is a "fastest growing" function $p: \mathbb{N} \to [0,1]$ such that $\lim_{n \to \infty} \Pr(G_n(p(n)) \in {\mathcal P})= 1$ for any sequence $(G_n)_{n \in \mathbb{N}}$ over ${\mathcal G}$ with $\lim_{n \to \infty}\lvert V(G_n) \rvert = \infty$, where $G_n(p(n))$ is the random subgraph of $G_n$ such that each edge remains independently with probability $p(n)$.
 In this paper we study the upper threshold for the family of $H$-minor free graphs and for the graph property of being $(r-1)$-degenerate, which is one fundamental graph property with many applications. Even a constant factor approximation for the upper threshold for all pairs $(r,H)$ is expected to be very difficult by its close connection to a major open question in extremal graph theory. We determine asymptotically the thresholds (up to a constant factor) for being $(r-1)$-degenerate for a large class of pairs $(r,H)$, including all graphs $H$ of minimum degree at least $r$ and all graphs $H$ with no vertex-cover of size at most $r$, and provide lower bounds for the rest of the pairs of $(r,H)$. The results generalize to arbitrary proper minor-closed families and the properties of being $r$-colorable, being $r$-choosable, or containing an $r$-regular subgraph, respectively.
Paralomis cubensis Chace 1939
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Lithodidae
Paralomis
Paralomis cubensis

description: Paralomis cubensis Chace, 1939
Paralomis cubensis – Macpherson 1988: 97, Brazil Amapá [R/V Oregon, stn 2083, 18/11/1957, 01°49′ N, 46°48′ W, 412 m].
Distribution/Habitat
WA; marine; 200– 730 m.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on page 82, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
Optimizing Rank-based Metrics with Blackbox Differentiation
Creators: name: Rolínek, Michal
name: Musil, Vít
name: Paulus, Anselm
name: Vlastelica, Marin
name: Michaelis, Claudio
name: Martius, Georg
Publisher: name: arXiv
Year: 2019
Subjects: subject: Machine Learning (cs.LG)
subject: Machine Learning (stat.ML)
subject: FOS: Computer and information sciences

description: Rank-based metrics are some of the most widely used criteria for performance evaluation of computer vision models. Despite years of effort, direct optimization for these metrics remains a challenge due to their non-differentiable and non-decomposable nature. We present an efficient, theoretically sound, and general method for differentiating rank-based metrics with mini-batch gradient descent. In addition, we address optimization instability and sparsity of the supervision signal that both arise from using rank-based metrics as optimization targets. Resulting losses based on recall and Average Precision are applied to image retrieval and object detection tasks. We obtain performance that is competitive with state-of-the-art on standard image retrieval datasets and consistently improve performance of near state-of-the-art object detectors. The code is available at https://github.com/martius-lab/blackbox-backprop
description: CVPR 2020 conference paper (oral). The first two authors contributed equally
Deep Graph Matching via Blackbox Differentiation of Combinatorial Solvers
Creators: name: Rolínek, Michal
name: Swoboda, Paul
name: Zietlow, Dominik
name: Paulus, Anselm
name: Musil, Vít
name: Martius, Georg
Publisher: name: arXiv
Year: 2020
Subjects: subject: Machine Learning (cs.LG)
subject: Machine Learning (stat.ML)
subject: FOS: Computer and information sciences

description: Building on recent progress at the intersection of combinatorial optimization and deep learning, we propose an end-to-end trainable architecture for deep graph matching that contains unmodified combinatorial solvers. Using the presence of heavily optimized combinatorial solvers together with some improvements in architecture design, we advance state-of-the-art on deep graph matching benchmarks for keypoint correspondence. In addition, we highlight the conceptual advantages of incorporating solvers into deep learning architectures, such as the possibility of post-processing with a strong multi-graph matching solver or the indifference to changes in the training setting. Finally, we propose two new challenging experimental setups. The code is available at https://github.com/martius-lab/blackbox-deep-graph-matching
description: ECCV 2020 conference paper
Well-quasi-ordering digraphs with no long alternating paths by the strong immersion relation
Creators: name: Liu, Chun-Hung
name: Muzi, Irene
Publisher: name: arXiv
Year: 2020
Subjects: subject: Combinatorics (math.CO)
subject: FOS: Mathematics

description: Nash-Williams' Strong Immersion Conjecture states that graphs are well-quasi-ordered by the strong immersion relation. That is, given infinitely many graphs, one graph contains another graph as a strong immersion. In this paper we study the analogous problem for directed graphs. It is known that digraphs are not well-quasi-ordered by the strong immersion relation, but for all known such infinite antichains, paths that change direction arbitrarily many times can be found. This paper proves that the converse statement is true: for every positive integer $k$, the digraphs that do not contain a path that changes direction $k$ times are well-quasi-ordered by the strong immersion relation, even when vertices are labelled by a well-quasi-order. This result is optimal for classes of digraphs closed under taking subgraphs since paths that change direction arbitrarily many times with vertex-labels form an infinite antichain with respect to the strong immersion relation.
Positivity of the cotangent sheaf of singular Calabi-Yau varieties
Creators: name: Gachet, Cécile
Publisher: name: arXiv
Year: 2020
Subjects: subject: Algebraic Geometry (math.AG)
subject: FOS: Mathematics

description: We prove that the tangent and the reflexivized cotangent sheaves of any normal projective klt Calabi-Yau or irreducible holomorphic symplectic variety are not pseudoeffective, generalizing results of A. Höring and T. Peternell arXiv:1710.06183v2 [math.AG]. We provide examples of Calabi-Yau varieties of small dimension with singularities in codimension 2.
description: [v2]: final version, updated after referee report
Paralomis grossmani Macpherson 1988
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Lithodidae
Paralomis
Paralomis grossmani

description: Paralomis grossmani Macpherson, 1988
Paralomis grossmani Macpherson, 1988: 99, Suriname, French Guiana [R/V Oregon II, stn 10611, 5/12/1969, 7°13′ N, 52°52′ W, 770 m].
Distribution/Habitat
Suriname, French Guiana, only; marine; 770 m.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on pages 82-83, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
MPEC 2024-W196 : 2024 WS13
Creators: name: Minor Planet Center Staff
Publisher: name: The Minor Planet Center
Year: 2024
Subjects: subject: Small Solar System bodies
valueUri: http://astrothesaurus.org/uat/1469
subject: 2024 WS13

description: The Minor Planet Electronic Circulars contain information on unusual minor planets, routine data on comets and natural satellites, and occasional editorial announcements.  They are published on behalf of Division F of the International Astronomical Union by the Minor Planet Center, Smithsonian Astrophysical Observatory, Cambridge, MA 02138, U.S.A.
The insulated conductivity problem, effective gradient estimates and the maximum principle
Creators: name: Weinkove, Ben
Publisher: name: arXiv
Year: 2021
Subjects: subject: Analysis of PDEs (math.AP)
subject: FOS: Mathematics

description: We consider the insulated conductivity problem with two unit balls as insulating inclusions, a distance of order $\varepsilon$ apart. The solution $u$ represents the electric potential. In dimensions $n \ge 3$ it is an open problem to find the optimal bound on the gradient of $u$, the electric field, in the narrow region between the insulating bodies. Li-Yang recently proved a bound of order $\varepsilon^{-(1-γ)/2}$ for some $γ>0$. In this paper we use a direct maximum principle argument to sharpen the Li-Yang estimate for $n \ge 4$. Our method gives effective lower bounds on the best constant $γ$, which in particular approach $1$ as $n$ tends to infinity.
description: 15 pages, 2 figures. v2 Final version with minor corrections and additions, to appear in Math. Ann
Data from: SLICE-MSI: A machine learning interface for system suitability testing of mass spectrometry imaging platforms
Creators: name: Kibbe, Russell
name: Mills, Quinn
name: Sohn, Alexandria
name: Muddiman, David
Publisher: name: Zenodo
Year: 2025
Subjects: Machine learning
Quality control
Mass spectrometry
Graphical user interfaces

description: The field of mass spectrometry imaging is currently devoid of standardized protocols or commercially available products designed for system suitability testing of MSI platforms. Machine learning is an approach that can quickly and effectively identify complex patterns in data and use them to make informed classifications, but there is a technical barrier to implementing these algorithms. Here we package the machine learning algorithms into a user-friendly interface to make community-wide implementation of this protocol possible. The software package is built entirely in the Python language using the PySimpleGUI library for the construction of the interface, Pandas and Numpy libraries for data formatting and manipulation, and the Scikit-Learn library for the implementation of machine learning algorithms. Training data is collected on a clean and compromised instrument that can then be used to evaluate model performance and to train models prior to interrogating unknown samples before, during, or after experiments.
description: Funding provided by: National Institutes of HealthROR ID: https://ror.org/01cwqze88Award Number: R01GM0876964
Nantis Mirande, Aguilera & Azpelicueta 2006
Creators: name: The, Stefan Koerber
Publisher: name: Zenodo
Year: 2008
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Characiformes
Characidae
Nantis

description: Nantis Mirande, Aguilera & Azpelicueta, 2006
nom.nov. (substitute for Nans)> details
description: Published as part of The, Stefan Koerber, 2008, List of Freshwater Fishes from Argentina - Update 10., pp. 1-9 in Ichthyological Contributions of PecesCriollos 11 on page 1, DOI: 10.5281/zenodo.11558160
Areopaguristes oxyophthalmus
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Diogenidae
Areopaguristes
Areopaguristes oxyophthalmus

description: Areopaguristes oxyophthalmus (Holthuis, 1959)
Paguristes oxyophthalmus Holthuis, 1959a: 135, Suriname [27–51 m].
Paguristes oxyophthalmus – Takeda 1983: 101, Suriname, French Guiana [32 m]. — Le Loeuff & Cosel 2000: 25, annex 1, French Guiana.
Areopaguristes oxyophthalmus – Ayón-Parente et al. 2015: 501, Suriname [type specimens, coll. R/V Coquette, 1957, 31–46 m].
Distribution/Habitat
WA; marine; 20–46 m, to 732 m.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on page 83, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759
CombOptNet: Fit the Right NP-Hard Problem by Learning Integer Programming Constraints
Creators: name: Paulus, Anselm
name: Rolínek, Michal
name: Musil, Vít
name: Amos, Brandon
name: Martius, Georg
Publisher: name: arXiv
Year: 2021
Subjects: subject: Machine Learning (cs.LG)
subject: FOS: Computer and information sciences

description: Bridging logical and algorithmic reasoning with modern machine learning techniques is a fundamental challenge with potentially transformative impact. On the algorithmic side, many NP-hard problems can be expressed as integer programs, in which the constraints play the role of their "combinatorial specification." In this work, we aim to integrate integer programming solvers into neural network architectures as layers capable of learning both the cost terms and the constraints. The resulting end-to-end trainable architectures jointly extract features from raw data and solve a suitable (learned) combinatorial problem with state-of-the-art integer programming solvers. We demonstrate the potential of such layers with an extensive performance analysis on synthetic data and with a demonstration on a competitive computer vision keypoint matching benchmark.
description: ICML 2021 conference paper
Nantis indefessus The 2008
Creators: name: The, Stefan Koerber
Publisher: name: Zenodo
Year: 2008
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Characiformes
Characidae
Nantis
Nantis indefessus

description: N. indefessus (Mirande, Aguilera & Azpelicueta, 2004)
New species> details
description: Published as part of The, Stefan Koerber, 2008, List of Freshwater Fishes from Argentina - Update 10., pp. 1-9 in Ichthyological Contributions of PecesCriollos 11 on page 1, DOI: 10.5281/zenodo.11558160
Phenacogaster tegatus First
Creators: name: The, Stefan Koerber
Publisher: name: Zenodo
Year: 2008
Subjects: Biodiversity
Taxonomy
Animalia
Chordata
Characiformes
Characidae
Phenacogaster
Phenacogaster tegatus

description: Phenacogaster tegatus (Eigenmann, 1911)
First records from Argentina> details
description: Published as part of The, Stefan Koerber, 2008, List of Freshwater Fishes from Argentina - Update 10., pp. 1-9 in Ichthyological Contributions of PecesCriollos 11 on page 1, DOI: 10.5281/zenodo.11558160
Design and Testing of Dimes Carbon Ablation Rods in the DIII-D Tokamak
Creators: name: Orlov, Dmitri M.
name: Hanson, Michael O.
name: Escalera, Jason
name: Taheri, Hadith
name: Villareal, Caitlin N.
name: Zubovic, Daniel M.
name: Bykov, Igor
name: Kostadinova, Evdokiya G.
name: Rudakov, Dmitri L.
name: Ghazinejad, Maziar
Publisher: name: arXiv
Year: 2021
Subjects: subject: Plasma Physics (physics.plasm-ph)
subject: Space Physics (physics.space-ph)
subject: FOS: Physical sciences

description: We present the design of ATJ graphite rods developed for ablation experiments under high heat flux (up to 50 MW/m2) in the lower divertor of the DIII-D tokamak [1], a magnetic plasma confinement device. This work is motivated by the need to test ablation models relevant to carbon-based thermal shields used in high-speed spacecraft atmospheric entries, where the heat fluxes encountered can be comparable to those achieved in the DIII-D divertor plasma. Several different designs for the flow-facing side of the rod are analyzed, including "sharp nose," "blunt," and "concave". The last shape is studied for its potential to lower heat fluxes at the rod surface by increased radiation from trapped neutrals and reduced parallel plasma pressure. We also analyze the possibility of applying a thin (approximately 30 microns) layer of silicon carbide (SiC) to the exposed part of several carbon ablation rods to benchmark its erosion calculations and lifetime predictions. Such calculations are of interest as SiC represents a promising material for both thermal protection systems (TPS) and a fusion plasma-facing material (PFM). Preliminary results from the DIII-D rod ablation experiments are also discussed.
Clibanarius foresti Holthuis 1959
Creators: name: Poupin, Joseph
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Malacostraca
Decapoda
Paguridae
Clibanarius
Clibanarius foresti

description: Clibanarius foresti Holthuis, 1959
Clibanarius foresti Holthuis, 1959a: 147, Suriname [7–48 m].
Clibanarius foresti – Coelho 1969: tab. 1, Brazil Amapá [and North of Pará]. — Coelho & Ramos 1972: 169, Brazil Amapá [21–75 m]. — Coelho & Ramos-Porto 1987a: 51, Brazil Amapá [13–75 m]. — Rieger 1998: 420, Brazil Amapá. — Melo 1999: 49, Brazil Amapá. — Le Loeuff & Cosel 2000: 25, annex 1, French Guiana. — Coelho et al. 2007: tab. 4, Brazil Amapá. — Nucci & Melo 2015: 332, Brazil Amapá [R/V Almirante Saldanha, 60 m; MZUSP collections].
Distribution/Habitat
Suriname, French Guiana, Brazil Amapá and Pará, only; marine; 7– 75 m.
description: Published as part of Poupin, Joseph, 2024, A documented checklist of the Crustacea (Stomatopoda, Decapoda) of the southern Guianas (Guyana, Suriname, French Guiana, Brazil Amapá), pp. 1-197 in European Journal of Taxonomy 954 (1) on page 83, DOI: 10.5852/ejt.2024.954.2653, http://zenodo.org/record/13734759