cometadata/datacite-rtg-text-other-reclassification-records huggingface dataset:
Scaling limit of soliton lengths in a multicolor box-ball system
Creators: name: Lewis, Joel
name: Lyu, Hanbaek
name: Pylyavskyy, Pavlo
name: Sen, Arnab
Publisher: name: arXiv
Year: 2019
Subjects: subject: Probability (math.PR)
subject: Mathematical Physics (math-ph)
subject: Combinatorics (math.CO)
subject: Cellular Automata and Lattice Gases (nlin.CG)
subject: Exactly Solvable and Integrable Systems (nlin.SI)
subject: FOS: Mathematics
subject: FOS: Physical sciences

description: The box-ball systems are integrable cellular automata whose long-time behavior is characterized by soliton solutions, with rich connections to other integrable systems such as the Korteweg-de Vries equation. In this paper, we consider a multicolor box-ball system with two types of random initial configurations and obtain sharp scaling limits of the soliton lengths as the system size tends to infinity. We obtain a sharp scaling limit of soliton lengths that turns out to be more delicate than that in the single color case established in [Levine, Lyu, Pike '20]. A large part of our analysis is devoted to studying the associated carrier process, which is a multi-dimensional Markov chain on the orthant, whose excursions and running maxima are closely related to soliton lengths. We establish the sharp scaling of its ruin probabilities, Skorokhod decomposition, strong law of large numbers, and weak diffusive scaling limit to a semimartingale reflecting Brownian motion with explicit parameters. We also establish and utilize complementary descriptions of the soliton lengths and numbers in terms of modified Greene-Kleitman invariants for the box-ball systems and associated circular exclusion processes.
description: 81 pages, 10 figures, 1 table
Small bandwidth ${\mathbb C}^*$-actions and birational geometry
Creators: name: Occhetta, Gianluca
name: Romano, Eleonora A.
name: Conde, Luis E. Solá
name: Wiśniewski, Jarosław A.
Publisher: name: arXiv
Year: 2019
Subjects: subject: Algebraic Geometry (math.AG)
subject: FOS: Mathematics

description: In this paper we study smooth projective varieties and polarized pairs with an action of a one dimensional complex torus. As a main tool, we define birational geometric counterparts of these actions, that, under certain assumptions, encode the information necessary to reconstruct them. In particular, we consider some cases of actions of low complexity -- measured in terms of two invariants of the action, called bandwidth and bordism rank -- and discuss how they are determined by well known birational transformations, namely Atiyah flips and Cremona transformations.
description: Revised version, 46 pages
title: Jocelyne évoque le retour de son père prisonnier de guerre
Creators: name: Jocelyne (Auteur Anonymisé)
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2023
Subjects: subject: Guerre mondiale (1939-1945)
subject: Écrits de jeunes
subject: Captivité
subject: Prisonniers de guerre
subject: Joie
subject: Séparation familiale
subject: Absence
subject: Retour des absents

description: Rédaction d’une fille de 15 ans sur le sujet « Racontez le souvenir qui vous a donné le plus de joie, et celui qui vous a fait le plus de peine ». Jocelyne évoque le retour de captivité de son père qui était resté prisonnier de guerre entre 1940 et 1945, et n’a vu la mineure qu’une fois pendant cette période. Seule 1 page de la rédaction consacrée à la Seconde Guerre mondiale est ici analysée. Cette ressource a été collectée dans le cadre du projet R-EVE par Franciele Becher qui en a également assuré l’anonymisation, la description et l’analyse, lors de la préparation d’une thèse de doctorat en Histoire, en cours à l’Université de Paris 8, portant sur le récit et les expériences adolescentes de la Seconde Guerre mondiale.
description: Source: Fonds d’archives du centre d’observation et de rééducation de Chevilly-Larue, Archives départementales du Val-de-Marne, cote 4163W275
Ocellarnaca furcifera
Creators: name: ZHANG, QIANWEN
name: PANG, SIYU
name: RONG, PINYING
name: BIAN, XUN
Publisher: name: Zenodo
Year: 2023
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Orthoptera
Gryllacrididae
Ocellarnaca
Ocellarnaca furcifera

description: Ocellarnaca furcifera (Karny, 1926)
Figure 32, 34A–B
Material examined. 1 female, Fangchenggang, Guangxi, August 26, 2021, coll. by Jing Liu and Xiangyi Lu; 1 male, Tanglangshan, Shenzhen, Guangdong, July 26, 2022, coll. by Xiaofeng Li; 1 male and 1 female, Wanggangshan, Qinzhou, Guangxi, August 13, 2022, coll. by Qianwen Zhang and Shan Li; 4 males and 2 females, Wanggangshan, Qinzhou, Guangxi, August 14, 2022, coll. by Qianwen Zhang and Shan Li; 10 males and 9 females, Wanggangshan, Qinzhou, Guangxi, August 15, 2022, coll. by Qianwen Zhang and Shan Li; 2 males, Renziping, Fangchenggang, Guangxi, August 16,2022, coll.by Qianwen Zhang and Shan Li; 1male and 2 females, Pinglongshan, Fangchenggang, Guangxi, August 19, 2022, coll. by Qianwen Zhang and Shan Li; 1 male, Pinglongshan, Fangchenggang, Guangxi, August 20, 2022, coll. by Qianwen Zhang and Shan Li; 1 male, Pinglongshan, Fangchenggang, Guangxi, August 21, 2022, coll. by Qianwen Zhang and Shan Li.
Distribution. Guangdong (Dinghushan, Guangzhou, Nanling); Guangxi (Shiwandashan, Wanggangshan).
description: Published as part of ZHANG, QIANWEN, PANG, SIYU, RONG, PINYING & BIAN, XUN, 2023, Contribution to the knowledge of Chinese Gryllacrididae (Orthoptera) XIII Review the genus Ocellarnaca Gorochov, 2004, pp. 305-332 in Zootaxa 5230 (3) on page 328, DOI: 10.11646/zootaxa.5230.3.3, http://zenodo.org/record/7561247
Heliocapensis claviger
Creators: name: Haddad, Charles Richard
name: Wiśniewski, Konrad
name: Wesołowska, Wanda
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Salticidae
Heliocapensis
Heliocapensis claviger

description: Heliocapensis claviger (Simon, 1901)
Heliophanus claviger Simon, 1901a: 56, fig. 9 (♂ ♀); Wesołowska 1986: 15, figs 54–63 (♂ ♀); Wesołowska & Haddad 2009: 41, figs 68–72 (♂).
Heliocapensis claviger (Simon): Wesołowska 2024: 84.
Material examined. MOZAMBIQUE: Inhambane: Bartholomew Diaz Point, 21°15.585’S, 35°06.851’E, beating shrubs, mangroves, 9.XII.2007, leg. R. Lyle & R. Fourie, 1♂ (NCA 2020 /125); Morrungulo, Morrungulo Resort, 23°13.983’S, 35°29.587’E, beating shrubs, dune forest, 6.XII.2007, leg. R. Lyle & R. Fourie, 2♂ (NCA 2020 /164).
Distribution. Species known from South Africa, newly recorded from Mozambique.
description: Published as part of Haddad, Charles Richard, Wiśniewski, Konrad & Wesołowska, Wanda, 2024, The jumping spiders of Mozambique (Araneae: Salticidae), pp. 1-92 in Zootaxa 5560 (1) on page 23, DOI: 10.11646/zootaxa.5560.1.1, http://zenodo.org/record/14595436
Blancoa piacoa Huber 2000
Creators: name: Huber, Bernhard A.
name: Villarreal, Osvaldo
Publisher: name: Zenodo
Year: 2020
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Pholcidae
Blancoa
Blancoa piacoa

description: Blancoa piacoa Huber, 2000
Figs 3–4, 13, 17–19, 1030, 1033
Blancoa piacoa Huber, 2000: 332, figs 32, 131, 182, 1333–1344 (♂ ♀).
New records
VENEZUELA – Bolívar • 3 ♂♂, 2 ♀♀, 2 juvs, ZFMK (Ar 21817), and 5 ♀♀, 1 juv. in pure ethanol, ZFMK (Ven18-164), Ciudad Guayana, Parque La Llovizna (8.3130° N, 62.6724° W), 50 m a.s.l., 11 Nov. 2018 (B.A. Huber, O. Villarreal M.) • 2 ♂♂, 9 ♀♀, 1 juv., ZFMK (Ar 21818), same data but 14 Nov. 2018 • 2 ♂♂, 3 ♀♀, ZFMK (Ar 21819), and 7 ♀♀ in pure ethanol, ZFMK (Ven18-172), La Neverita (8.0970° N, 62.6727° W), 225 m a.s.l., 13 Nov. 2018 (B.A. Huber, O. Villarreal M.). – Delta Amacuro • 4 ♂♂, 3 ♀♀, 2 juvs, ZFMK (Ar 21816), and 1 ♂, 5 ♀♀ in pure ethanol, ZFMK (Ven18-167), between El Triunfo and Piacoa (8.5285° N, 62.2958° W), 75 m a.s.l., 12 Nov. 2018 (B.A. Huber, O. Villarreal M.).
Description (amendments; see Huber 2000)
Tibia 1 in eight newly collected males: 1.90–2.45 (mean 2.21); in 16 newly collected females: 1.20–1.50 (mean 1.28). Tibiae 1 and 2 with higher than usual density of short vertical hairs in males only. Prolateral trichobothrium apparently absent on tibia 1. Epigynum and internal female genitalia as in Figs 13, 17–19.
Distribution
Known from several localities in the Venezuelan states Delta Amacuro, Bolívar, and Monagas (Fig. 1033).
Natural history
Between El Triunfo and Piacoa this species was found in the leaf litter of a humid forest, on the undersides of curved leaves on the ground. In Parque La Llovizna the forest was much dryer and the spiders lived under pieces of wood and bark on the ground, in almost the same microhabitat as Modisimus simoni Huber, 1997 in the same place.
description: Published as part of Huber, Bernhard A. & Villarreal, Osvaldo, 2020, On Venezuelan pholcid spiders (Araneae, Pholcidae), pp. 1-317 in European Journal of Taxonomy 718 on pages 11-12, DOI: 10.5852/ejt.2020.718.1101, http://zenodo.org/record/4069574
Homotopy classification of 4-manifolds with finite abelian 2-generator fundamental groups
Creators: name: Kasprowski, Daniel
name: Powell, Mark
name: Ruppik, Benjamin
Publisher: name: arXiv
Year: 2020
Subjects: subject: Geometric Topology (math.GT)
subject: Algebraic Topology (math.AT)
subject: FOS: Mathematics
subject: 57K40, 57N65, 57P10, 55Q15

description: We show that for an oriented 4-dimensional Poincaré complex with finite fundamental group, whose 2-Sylow subgroup is abelian with at most 2 generators, the homotopy type is determined by its quadratic 2-type.
description: 17 pages. Minor changes following a referee report. To appear in Mathematical Proceedings of the Cambridge Philosophical Society
Ocellarnaca fuscotessellata
Creators: name: ZHANG, QIANWEN
name: PANG, SIYU
name: RONG, PINYING
name: BIAN, XUN
Publisher: name: Zenodo
Year: 2023
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Orthoptera
Gryllacrididae
Ocellarnaca
Ocellarnaca fuscotessellata

description: Ocellarnaca fuscotessellata (Karny, 1926)
Figure 33C–D
Material examined. 1 male and 2 females, Mao’ershan, Xing’an, Guangxi, August 17, 2020, coll. by Jing Liu; 1 male, Mao’ershan, Xing’an, Guangxi, July 9, 2021, coll. by Chaomei Huang; 1 male, Damingshan, Guangxi, July 7, 2021, coll. by Dongdong Yang; 3 males and 1 female, Yangmeiao, Jiuwanshan, Guangxi, August 4, 2021, coll. by Jiali Chen; 1 male and 1 female, Yangmeiao, Jiuwanshan, Guangxi, August 5, 2021, coll. by Xiaoyu Peng; 1 female, Yangmeiao, Jiuwanshan, Guangxi, August 6, 2021, coll. by Wei Bin; 2 males, Yangmeiao, Jiuwanshan, Guangxi, August 16, 2021, coll. by Wei Bin; 1 female, Baidan, Mulun, Guangxi, July 5, 2022, coll. by Jing Liu; 2 males, Cujiang, Longsheng, Guangxi, July 17, 2022, coll. by Siyu Pang, Pinying Rong and Huan Meng; 1 male, Cujiang, Longsheng, Guangxi, July 18, 2022, coll. by Siyu Pang, Pinying Rong and Huan Meng; 3 males, Guadun, Wuyishan, Fujian, July 20, 2022, coll. by Yafei Wang; 3 females, Cujiang, Longsheng, Guangxi, July 20, 2022, coll. by Siyu Pang, Pinying Rong and Huan Meng; 1 male, Guadun, Wuyishan, Fujian, July 21, 2022, coll. by Yafei Wang; 1 male, Laomao, Guangxi, July 21, 2022, coll. by Siyu Pang, Pinying Rong and Huan Meng; 2 males and 1 female, Cujiang, Longsheng, Guangxi, July 22, 2022, coll. by Siyu Pang, Pinying Rong and Huan Meng; 1 male and 1 female, Hongtan, Huaping, Guangxi, July 24, 2022, coll. by Siyu Pang, Pinying Rong and Huan Meng; 2 males, Yinshan, Jinxiu, Guangxi, July 26, 2022, coll. by Qianwen Zhang and Shan Li; 1 female, Hongtan, Huaping, Guangxi, July 26, 2022, coll. by Siyu Pang, Pinying Rong and Huan Meng; 2 females, Darongshan, Beiliu, Guangxi, August 8, 2022, coll. by Qianwen Zhang and Shan Li.
Distribution. Chongqing (Jinyunshan); Fujian (Jiangle, Wuyishan); Guangdong (Yingde); Guangxi (Fangchenggang, Hezhou, Lingui, Luocheng, Naning, Rongshui, Shanglin, Wuming, Xing’an, Yizhou); Guizhou (Cishui, Rongjiang); Hunan (Daoxian, Mangshan, Ningyuan); Jiangxi (Jinggangshan, Yichun); Sichuan (Emeishan); Yunnan (Lincang).
description: Published as part of ZHANG, QIANWEN, PANG, SIYU, RONG, PINYING & BIAN, XUN, 2023, Contribution to the knowledge of Chinese Gryllacrididae (Orthoptera) XIII Review the genus Ocellarnaca Gorochov, 2004, pp. 305-332 in Zootaxa 5230 (3) on pages 328-329, DOI: 10.11646/zootaxa.5230.3.3, http://zenodo.org/record/7561247
Heliophanus difficilis Wesolowska 1986
Creators: name: Haddad, Charles Richard
name: Wiśniewski, Konrad
name: Wesołowska, Wanda
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Salticidae
Heliophanus
Heliophanus difficilis

description: Heliophanus difficilis Wesołowska, 1986
Fig. 14
Heliophanus difficilis Wesołowska, 1986: 226, figs 825–827 (♀).
Diagnosis. The female can be distinguished from congeners by the trajectory of the seminal ducts, which form a full loop. Male unknown.
Material examined. MOZAMBIQUE: Tete: no further details, 1♀ (SMF 10368).
Redescription. Female: Measurements. Cephalothorax length 1.8, width 1.3, height 0.7. Abdomen length 1.9, width 1.6. Eye field length 0.7, anterior and posterior width 1.2. General appearance as in Fig. 14A, B. Carapace dark brown, eye field almost black. Some long brown bristles near anterior row of eyes, sparse faint white hairs on anterior part of eye field. White hairs form thin belt on lateral slopes running along eye field and reaching carapace dorsum. Mouthparts and sternum brown. Abdomen brownish-grey, with thin yellow line on anterior edge, dorsum speckled with bright dots, with yellowish median streak and pair of large round white spots near midpoint. Venter variegated, lighter medially. Spinnerets grey. Legs yellow, only femora brown. Epigyne with shallow oval depression (Fig. 14C). Strongly sclerotized atria hiding copulatory openings, seminal ducts form loop laterally, spermathecae question mark-shaped (Fig. 14D).
Distribution. The species was previously only known from the D.R. Congo and is recorded from Mozambique for the first time.
Remarks. This species was only known from the female holotype, so this is only the second known specimen.
description: Published as part of Haddad, Charles Richard, Wiśniewski, Konrad & Wesołowska, Wanda, 2024, The jumping spiders of Mozambique (Araneae: Salticidae), pp. 1-92 in Zootaxa 5560 (1) on pages 23-24, DOI: 10.11646/zootaxa.5560.1.1, http://zenodo.org/record/14595436
Boconita Huber & Villarreal 2020, gen. nov.
Creators: name: Huber, Bernhard A.
name: Villarreal, Osvaldo
Publisher: name: Zenodo
Year: 2020
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Pholcidae
Boconita

description: Boconita Huber gen. nov.
urn:lsid:zoobank.org:act: 1C907EDE-66B1-4772-BEBC-BDE59A14ACA4
Type species
Boconita sayona Huber gen. et sp. nov.
Etymology
The name is derived from the town Boconó, close to the type locality of the type species. Gender feminine.
Diagnosis
Distinguished from other Modisiminae genera by armature of male chelicerae (Figs 32, 41; pair of frontal processes with several short modified hairs each and pair of small frontal apophyses; similar only in Systenita Simon, 1893), by shape of procursus (Figs 28, 37; bifid distal process directed towards dorsal), by shape of genital bulb (distinctive prolateral-ventral sclerite set with small cones; arrows in Figs 30, 39), by shape of epigynum (Figs 44, 47; wider than long), by pair of pocket-like structures in female internal genitalia (arrows in Figs 34, 45, 48), by presence of cuticular cusps on male femora, and by male femur 3 enlarged at basis. From possibly closely related genus Systenita also by presence of AME.
Description
See species descriptions below; the two known species are very similar to each other.
Monophyly and relationships
The two included species share several distinctive and unique characters that are likely to be synapomorphies: cuticular cusps on male femora; male femur 3 enlarged at basis; genital bulb with prolateral-ventral sclerite set with small cones (arrows in Figs 30, 39). Other similarities are shared with Systenita prasina Simon, 1893: male cheliceral apophyses with modified hairs; epigynal plate reduced in comparison to other close relatives like Coryssocnemis Simon, 1893 and Mecolaesthus Simon, 1893. Preliminary molecular data (J.J. Astrin, B.A. Huber, unpubl. data) support the monophyly of the genus but not the sister-group relationship with Systenita; instead, Boconita gen. nov. is seen as sister to Coryssocnemis, and both together as sister to Systenita.
Composition and distribution
Only the two species newly described below, from the Venezuelan states Trujillo and Lara (Fig. 1033).
description: Published as part of Huber, Bernhard A. & Villarreal, Osvaldo, 2020, On Venezuelan pholcid spiders (Araneae, Pholcidae), pp. 1-317 in European Journal of Taxonomy 718 on pages 12-13, DOI: 10.5852/ejt.2020.718.1101, http://zenodo.org/record/4069574
Ototyphlonemertes parmula Diesing 1863
Creators: name: Kajihara, Hiroshi
name: Tamura, Kotaro
name: Tomioka, Shinri
Publisher: name: Zenodo
Year: 2018
Subjects: Biodiversity
Taxonomy
Animalia
Nemertea
Enopla
Monostilifera
Ototyphlonemertidae
Ototyphlonemertes

description: Ototyphlonemertes (parmula) lei sp. nov.
(Fig. 8)
Material examined. One specimen from Dam Ngoai; ICHUM 5365 (holotype).
Description. Body length 4.9 mm, width 0.2 mm (n =1). Epidermis whitish (Fig. 8A); cephalic furrow postcerebrally; tissues around brain slightly reddish; cirri present in both anterior and posterior ends of body. Foregut–in-testine junction not distinct (Fig. 8B). Statolith polygranular (Fig. 8C), 9.3 µm in diameter (n =1), consisting of about 7 granules; statocyst 15.9 µm in diameter (n =1). Proboscis diaphragm short (Fig. 8B); two accessory stylet pouches, lateral to central-stylet basis, each containing 4 and 5 accessory stylets, all directing forward; central stylet (as well as accessory stylets) spiral (Fig. 8D), 54.7 µm long; basis 43.2 µm long, 8.0 µm wide (Fig. 8D), with each ridge twisting about 1.5 times; basis length/width ratio 5.4; middle chamber short; posterior chamber vesicular, without specialized anterior portion (Fig. 8B). Intestinal diverticula deep. Posterior adhesive plate with cells containing dark contents. Gonads found in posterior half of intestinal region, alternating more or less regularly with intestinal lateral diverticula.
Distribution. So far known only from the type locality, the island of Dam Ngoai, Vietnam.
Etymology. The specific name is a noun in the genitive case, after Dr Doan Dung Le at the Ho Chi Minh City University of Food Industry, Vietnam, who kindly coordinated HK’s sampling trip to Phu Quoc.
Remarks. In the phylogenetic tree, Ototyphlonemertes (parmula) lei sp. nov. appeared to be sister to the rest of the O. parmula species group (Fig. 2), which was mostly represented by the Fila morpho-group of Leasi et al. (2016).
description: Published as part of Kajihara, Hiroshi, Tamura, Kotaro & Tomioka, Shinri, 2018, Histology-free Descriptions for Seven Species of Interstitial Ribbon Worms in the Genus Ototyphlonemertes (Nemertea: Monostilifera) from Vietnam, pp. 13-37 in Species Diversity 23 (1) on page 24, DOI: 10.12782/specdiv.23.13, http://zenodo.org/record/4583901
Gonatocerus bicoloriventris Zeya 1995
Creators: name: Manickavasagam, S.
name: Rameshkumar, A.
Publisher: name: Zenodo
Year: 2011
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Hymenoptera
Mymaridae
Gonatocerus
Gonatocerus bicoloriventris

description: 1. Gonatocerus bicoloriventris Zeya
Specimen examined. INDIA, Tamil Nadu, Coimbatore, Maruthamalai, 20.ii.2011, S. Manickavasagam & A. Rameshkumar, forest, sweep net (1 female, EDAU).
Distribution. India: Bihar, Karnataka, Uttar Pradesh (Zeya & Hayat 1995), Tamil Nadu (new record).
description: Published as part of Manickavasagam, S. & Rameshkumar, A., 2011, First report of three genera of fairyflies (Hymenoptera: Mymaridae) from India with description of a new species of Dicopus and some other records, pp. 63-68 in Zootaxa 3094 (1) on page 64, DOI: 10.11646/zootaxa.3094.1.5, http://zenodo.org/record/5244782
Heliophanus pygmaeus Wesolowska & Russell-Smith 2000
Creators: name: Haddad, Charles Richard
name: Wiśniewski, Konrad
name: Wesołowska, Wanda
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Salticidae
Heliophanus
Heliophanus pygmaeus

description: Heliophanus pygmaeus Wesołowska & Russell-Smith, 2000
Heliophanus pygmaeus Wesołowska & Russell-Smith, 2000: 36, figs 73–76 (♂); Wesołowska 2004: 277, figs 1–13 (♂); Wesołowska & Cumming 2008: 184, figs 50–51 (♀); Wesołowska & Haddad 2013: 207.
Material examined. MOZAMBIQUE: Gaza: Bilene, Praia do Bilene, 25°15.649’S, 33°17.659’E, leaf litter, coastal forest, 20.XII.2007, leg. C. Haddad, R. Lyle & R. Fourie, 1♀ (NCA 2020 /133); Xai-Xai, Montego’s Camp, 25°03.659’S, 33°40.633’E, leaf litter, dune forest, 2.XII.2007, leg. C. Haddad, 1♀ (NCA 2020 /182).
Distribution. A widespread beetle-like salticid species hitherto known from Tanzania, Senegal, South Africa and Zimbabwe; recorded from Mozambique for the first time.
description: Published as part of Haddad, Charles Richard, Wiśniewski, Konrad & Wesołowska, Wanda, 2024, The jumping spiders of Mozambique (Araneae: Salticidae), pp. 1-92 in Zootaxa 5560 (1) on page 25, DOI: 10.11646/zootaxa.5560.1.1, http://zenodo.org/record/14595436
Ocellarnaca longilobulata Lu, Zhang & Bian 2022
Creators: name: ZHANG, QIANWEN
name: PANG, SIYU
name: RONG, PINYING
name: BIAN, XUN
Publisher: name: Zenodo
Year: 2023
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Orthoptera
Gryllacrididae
Ocellarnaca
Ocellarnaca longilobulata

description: Ocellarnaca longilobulata Lu, Zhang & Bian, 2022
Distribution. Yunnan (Mengla).
description: Published as part of ZHANG, QIANWEN, PANG, SIYU, RONG, PINYING & BIAN, XUN, 2023, Contribution to the knowledge of Chinese Gryllacrididae (Orthoptera) XIII Review the genus Ocellarnaca Gorochov, 2004, pp. 305-332 in Zootaxa 5230 (3) on page 330, DOI: 10.11646/zootaxa.5230.3.3, http://zenodo.org/record/7561247
Problèmes de fiscalité dans le Monde Antique et le Haut Moyen Age': material for an unpublished article
Creators: name: Marichal, Robert
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2015

description: vue 25
description: "Bibliographical annotations, papyrological and epigraphic sources on taxation and economy in the Roman Egypt (mostly with a subject matter classification written in the upper right corner of the page: ousia, Poll-Tax, Portoria, Domines, etc.). - Invitation to Robert Marichal from the Centre de Reserches Gustave Glotz for a presentation entitled 'Problèmes de fiscalité dans le Monde Antique et le Haut Moyen Age' (date: 18-02-1978). - Manuscript by R. Marichal (written with the same ink and on sheets of the same format. numbered in the upper right corner of the page) concerning problems of taxation in the Roman Egypt; on the first page, reference to S. Le Roy Wallace, Taxation in Egypt from August to Diocletian, Princeton University Press, Princeton 1938, mentioned also on the cover page of the folder. - Title on the cover page: 'Exposé sur la fiscalité en Egypte romaine'; further indications: 'source principale: Wallace (1938)', and 'non publié'"
description: Source: 4MAR_22_4_4
description: created: n.d., 18-02-1978
Universal Algebra in UniMath
Creators: name: Amato, Gianluca
name: Maggesi, Marco
name: Parton, Maurizio
name: Brogi, Cosimo Perini
Publisher: name: arXiv
Year: 2020
Subjects: subject: Logic in Computer Science (cs.LO)
subject: FOS: Computer and information sciences
subject: F.4.0

description: We present an ongoing effort to implement Universal Algebra in the UniMath system. Our aim is to develop a general framework for formalizing and studying Universal Algebra in a proof assistant. By constituting a formal system for isolating the invariants of the theory we are interested in -- that is, general algebraic structures modulo isomorphism -- Univalent Mathematics seems to provide a suitable environment to carry on our endeavour.
description: Accepted at the HoTT/UF 2020 workshop
Algebraic subgroups of the plane Cremona group over a perfect field
Creators: name: Schneider, Julia
name: Zimmermann, Susanna
Publisher: name: arXiv
Year: 2020
Subjects: subject: Algebraic Geometry (math.AG)
subject: FOS: Mathematics
subject: 14E07, 14J50, 14L99, 20G40

description: We show that any infinite algebraic subgroup of the plane Cremona group over a perfect field is contained in a maximal algebraic subgroup of the plane Cremona group. We classify the maximal groups, and their subgroups of rational points, up to conjugacy by a birational map.
description: With a Corrigendum closing a gap in the classification
Which rational double points occur on del Pezzo surfaces?
Creators: name: Stadlmayr, Claudia
Publisher: name: arXiv
Year: 2020
Subjects: subject: Algebraic Geometry (math.AG)
subject: FOS: Mathematics
subject: 14J17, 14J26, 14B05, 14G17

description: We determine all configurations of rational double points that occur on RDP del Pezzo surfaces of arbitrary degree and Picard rank over an algebraically closed field $k$ of arbitrary characteristic ${\rm char}(k)=p \geq 0$, generalizing classical work of Du Val to positive characteristic. Moreover, we give simplified equations for all RDP del Pezzo surfaces of degree $1$ containing non-taut rational double points.
description: 27 pages, final version
title: Activité du port de Saint-Malo – 1770 – Port Launay
Creators: name: :Unkn
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2024
Subjects: subject: produits agroalimentaires
subject: alcool
subject: produits chimiques et médicinaux
subject: matériaux de construction

description: Cette fiche est issue de l’enquête menée par Jean Delumeau sur l’activité du port de Saint-Malo au 17e et 18e siècle. Cette fiche correspond à l’activité de l’année 1770 avec le port "Port Launay"
description: Marchandises au départ de Saint-Malo : charrée ; cidre ; amidon
description: Catégories de marchandises au départ de Saint-Malo : produits agroalimentaires ; alcool ; produits chimiques et médicinaux
description: Marchandises arrivées à Saint-Malo : ardoises
description: Catégories de marchandises arrivées à Saint-Malo : matériaux de construction
description: Coverage: Petit cabotage
description: Bibliographic citation: PAOLETTI, Patricia. Mouvements du port malouin de 1768 à 1770 : commerce et pêche. DES : Histoire : Rennes : s. (Bibliothèque François-Lebrun, MH 1056)
description: Bibliographic citation: SCELLE-HEBERT, Armelle. Saint-Malo et la vie maritime en 1768-1769-1770. Maîtrise : Histoire : Rennes 2 : 1969 (Bibliothèque François-Lebrun, MH 1055)
description: date: Date de numérisation : 2021 à 2023
description: created: Années 1950-1960
An approximate form of Artin's holomorphy conjecture and non-vanishing of Artin $L$-functions
Creators: name: Oliver, Robert J. Lemke
name: Thorner, Jesse
name: Zaman, Asif
Publisher: name: arXiv
Year: 2020
Subjects: subject: Number Theory (math.NT)
subject: FOS: Mathematics

description: Let $k$ be a number field and $G$ be a finite group. Let $\mathfrak{F}_{k}^{G}(Q)$ be the family of number fields $K$ with absolute discriminant $D_K$ at most $Q$ such that $K/k$ is normal with Galois group isomorphic to $G$. If $G$ is the symmetric group $S_n$ or any transitive group of prime degree, then we unconditionally prove that for all $K\in\mathfrak{F}_k^G(Q)$ with at most $O_ε(Q^ε)$ exceptions, the $L$-functions associated to the faithful Artin representations of $\mathrm{Gal}(K/k)$ have a region of holomorphy and non-vanishing commensurate with predictions by the Artin conjecture and the generalized Riemann hypothesis. This result is a special case of a more general theorem. As applications, we prove that:
 1) there exist infinitely many degree $n$ $S_n$-fields over $\mathbb{Q}$ whose class group is as large as the Artin conjecture and GRH imply, settling a question of Duke;
 2) for a prime $p$, the periodic torus orbits attached to the ideal classes of almost all totally real degree $p$ fields $F$ over $\mathbb{Q}$ equidistribute on $\mathrm{PGL}_p(\mathbb{Z})\backslash\mathrm{PGL}_p(\mathbb{R})$ with respect to Haar measure;
 3) for each $\ell\geq 2$, the $\ell$-torsion subgroups of the ideal class groups of almost all degree $p$ fields over $k$ (resp. almost all degree $n$ $S_n$-fields over $k$) are as small as GRH implies; and
 4) an effective variant of the Chebotarev density theorem holds for almost all fields in such families.
description: v3: Reworked the first three sections
New Gaussian Riesz transforms on variable Lebesgue spaces
Creators: name: Dalmasso, Estefanía
name: Scotto, Roberto
Publisher: name: arXiv
Year: 2021
Subjects: subject: Analysis of PDEs (math.AP)
subject: FOS: Mathematics
subject: 42B20, 42B25, 42B35 (Primary) 46E30, 47G10 (Secondary)

description: We give sufficient conditions on the exponent $p: \mathbb R^d\rightarrow [1,\infty)$ for the boundedness of the non-centered Gaussian maximal function on variable Lebesgue spaces $L^{p(\cdot)}(\mathbb R^d, γ_d)$, as well as of the new higher order Riesz transforms associated with the Ornstein-Uhlenbeck semigroup, which are the natural extensions of the supplementary first order Gaussian Riesz transforms defined by A. Nowak and K. Stempak in \cite{nowakstempak}.
description: 27 pages, to appear in Analysis Mathematica
Ocellarnaca nigrofemora Shi & Zhu 2021
Creators: name: ZHANG, QIANWEN
name: PANG, SIYU
name: RONG, PINYING
name: BIAN, XUN
Publisher: name: Zenodo
Year: 2023
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Orthoptera
Gryllacrididae
Ocellarnaca
Ocellarnaca nigrofemora

description: Ocellarnaca nigrofemora Shi & Zhu, 2021
Distribution. Yunnan (Gongshan).
description: Published as part of ZHANG, QIANWEN, PANG, SIYU, RONG, PINYING & BIAN, XUN, 2023, Contribution to the knowledge of Chinese Gryllacrididae (Orthoptera) XIII Review the genus Ocellarnaca Gorochov, 2004, pp. 305-332 in Zootaxa 5230 (3) on page 330, DOI: 10.11646/zootaxa.5230.3.3, http://zenodo.org/record/7561247
Holcolaetis vellerea Simon 1909
Creators: name: Haddad, Charles Richard
name: Wiśniewski, Konrad
name: Wesołowska, Wanda
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Salticidae
Holcolaetis
Holcolaetis vellerea

description: Holcolaetis vellerea Simon, 1909
Holcolethis vellerea Simon, 1909: 412 (♀).
Holcolaetis vidua Lessert, 1927: 426, fig. 15 (♂); Wanless 1984: 446, figs 3B, 20A–F, 22B, D, F (♂ ♀).
Holcolaetis vellerea Wanless 1985: 255, figs 1A, B, 4A–J, 5A–D, 12A, B, 15A, B, 16B, 17–19 (♂ ♀); Wesołowska & Cumming 2008: 188, figs 67–70 (♂ ♀).
For full reference list see World Spider Catalog (2024).
Material examined. MOZAMBIQUE: Tete: IV.1947, leg. C.F. Roewer, 2♂ (SMF 9907), 1♀ (SMF 9908).
Distribution. Species widely distributed in continental Africa, also known from Yemen; these are the first records from Mozambique.
description: Published as part of Haddad, Charles Richard, Wiśniewski, Konrad & Wesołowska, Wanda, 2024, The jumping spiders of Mozambique (Araneae: Salticidae), pp. 1-92 in Zootaxa 5560 (1) on page 25, DOI: 10.11646/zootaxa.5560.1.1, http://zenodo.org/record/14595436
Étale triviality of finite equivariant vector bundles
Creators: name: Biswas, Indranil
name: O'Sullivan, Peter
Publisher: name: arXiv
Year: 2021
Subjects: subject: Algebraic Geometry (math.AG)
subject: Category Theory (math.CT)
subject: FOS: Mathematics
subject: 32L10, 53C55, 14D21, 16B50

description: Let H be a complex Lie group acting holomorphically on a complex analytic space X such that the restriction to X_{\mathrm{red}} of every H-invariant regular function on X is constant. We prove that an H-equivariant holomorphic vector bundle E over X is $H$-finite, meaning f_1(E)= f_2(E) as H-equivariant bundles for two distinct polynomials f_1 and f_2 whose coefficients are nonnegative integers, if and only if the pullback of E along some H-equivariant finite étale covering of X is trivial as an H-equivariant bundle.
Datafluo: A Scientific Workflow Engine
Creators: name: Cushing, Reginald
Publisher: name: Zenodo
Year: 2012

description: A scientific workflow management system can be considered as a binding agent which brings together scientists and distributed resources. A workflow graph playsthe central role in such a system as it is the component understood by both scientist and machine. Making sense out of a scientific workflow graphs is undoubtedly,the first and foremost responsibility of a workflow management system. Typical systems include an orchestration engine which models a workflow and schedulesindividual components onto distributed resources. As part of the WS-VLAM, we present an alternative orchestration engine which takes a different stand on inter-preting the workflow graph. Whilst the current engine in WS-VLAM models the graph as a process network where components are tightly coupled through com-munication channels, the Datafluo engine models the graph as a dataflow network with farming capabilities. In this dissertation, we present the Datafluo architecture followed by a prototype implementation. The prototype is taken through its passes using scientific workflow applications where the generated results demonstrate the orchestration features. Through our results, we show how dataflow techniques reduce queue waiting times whilst farming techniques circumvent common workflow bottlenecks.
Small modifications of Mori dream spaces arising from ${\mathbb C}^*$-actions
Creators: name: Occhetta, Gianluca
name: Romano, Eleonora A.
name: Conde, Luis E. Solá
name: Wiśniewski, Jarosław A.
Publisher: name: arXiv
Year: 2021
Subjects: subject: Algebraic Geometry (math.AG)
subject: FOS: Mathematics
subject: Primary 14L30, Secondary 14E30, 14L24, 14M17

description: We link small modifications of projective varieties with a ${\mathbb C}^*$-action to their GIT quotients. Namely, using flips with centers in closures of Białynicki-Birula cells, we produce a system of birational equivariant modifications of the original variety, which includes those on which a quotient map extends from a set of semistable points to a regular morphism.
 The structure of the modifications is completely described for the blowup along the sink and the source of smooth varieties with Picard number one with a ${\mathbb C}^*$-action which has no finite isotropy for any point. Examples can be constructed upon homogeneous varieties with a ${\mathbb C}^*$-action associated to short grading of their Lie algebras.
description: 29 pages, 7 figures
Study on P.Mich. VIII 461 inv. 5761 verso.
Creators: name: Marichal, Robert
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2015

description: vue 3
description: Annotated description, transcriptions, paleographical drawings and photo.
description: Source: 4MAR_21_3.2-15-2-13
description: created: n.d.
Crepant semi-divisorial log terminal model
Creators: name: Hashizume, Kenta
Publisher: name: arXiv
Year: 2021
Subjects: subject: Algebraic Geometry (math.AG)
subject: FOS: Mathematics
subject: 14E30, 14B05, 14J17

description: We prove the existence of a crepant sdlt model for slc pairs whose irreducible components are normal in codimension one.
description: 12 pages
Ranks of abelian varieties in cyclotomic twist families
Creators: name: Shnidman, Ari
name: Weiss, Ariel
Publisher: name: arXiv
Year: 2021
Subjects: subject: Number Theory (math.NT)
subject: Algebraic Geometry (math.AG)
subject: FOS: Mathematics
subject: 11G10 (11E76, 11S25, 14G05)

description: Let $A$ be an abelian variety over a number field $F$, and suppose that $\mathbb Z[ζ_n]$ embeds in $\mathrm{End}_{\bar F} A$, for some root of unity $ζ_n$ of order $n = 3^m$. Assuming that the Galois action on the finite group $A[1-ζ_n]$ is sufficiently reducible, we bound the average rank of the Mordell--Weil groups $A_d(F)$, as $A_d$ varies through the family of $μ_{2n}$-twists of $A$. Combining this with the recently proved uniform Mordell--Lang conjecture, we prove near-uniform bounds for the number of rational points in twist families of bicyclic trigonal curves $y^3 = f(x^2)$, as well as in twist families of theta divisors of cyclic trigonal curves $y^3 = f(x)$. Our main technical result is the determination of the average size of a $3$-isogeny Selmer group in a family of $μ_{2n}$-twists.
description: 32 pages. Final version, to appear in Algebra & Number Theory
Local Maaß forms and Eichler--Selberg type relations for negative weight vector-valued mock modular forms
Creators: name: Males, Joshua
name: Mono, Andreas
Publisher: name: arXiv
Year: 2021
Subjects: subject: Number Theory (math.NT)
subject: FOS: Mathematics
subject: 11F27 (Primary), 11F37 (Secondary)

description: By comparing two different evaluations of a modified (à la Borcherds) higher Siegel theta lift on even lattices of signature $(r,s)$, we prove Eichler--Selberg type relations for a wide class of negative weight vector-valued mock modular forms. In doing so, we detail several properties of the lift, as well as showing that it produces an infinite family of local (and locally harmonic) Maaß forms on Grassmanians in certain signatures.
description: 21 pages, no figures, corrigendum added
Eugenia cupulata Amshoff 1942
Creators: name: Amorim, Gabriela Dos Santos
name: Barbosa, Maria Regina De Vasconcellos
name: Jr, Eduardo Bezerra De Almeida
name: Thomas, William Wayt
Publisher: name: Zenodo
Year: 2022
Subjects: Biodiversity
Taxonomy
Plantae
Tracheophyta
Magnoliopsida
Myrtales
Myrtaceae
Eugenia
Eugenia cupulata

description: 5. Eugenia cupulata Amshoff (1942: 160).
Type:— SURINAME. Brokopondo, Brownsberg, C. J. Zaandam 6428 (holotype: U [0005014]).
Trees or shrubs 5.4– 10 m. Twigs glabrous. Leaves with petioles 8–22 mm long, glabrous, unchanneled; blades elliptic to broadly so, lanceolate, ovate or oblong, 12.9–22.4 × 5–10 cm, glabrous adaxially and glabrous or sparsely pubescent abaxially, the indumentum brownish-red, chartaceous, discolorous, sometimes lustrous adaxially, darker abaxially; glands not seen; base cuneate, rounded or obtuse; apex acute, cuneate, obtuse or cuspidate; midvein adaxially flat; lateral veins prominent abaxially, not arched, 12 to 15 pairs; intra-marginal vein 1–6 mm from the margin, margin flat. Inflorescence axillary, raceme simple, the axis 2.7–4.8 cm, pubescent, the indumentum brownish-red, bracts not seen, caducous before anthesis; pedicels 5–6 mm long, pubescent; bracteoles deltate, 1.5–2 × 1–2 mm, pubescent, persistent in the fruit; flower buds globose, 4–7 × 5 mm, not constricted above ovary; calyx-lobes free, four, orbicular, 1.5–2 × 1.8–3 mm, pubescent, not reflexed, persistent in the fruit; ovary 2-locular. Immature fruits globose, 0.5–0.8 × 0.6–0.9 cm, glabrous or sparsely pubescent, surface smooth.
Note:— Eugenia cupulata may be recognized by its adaxially flat midvein; intra-marginal vein 1–6 mm from the margin; a simple raceme with brownish-red pubescence; globose flower buds; and free, pubescent calyx-lobes.
Distribution and habitat:— Known from Bolivia, French Guiana, Suriname, Venezuela, central, northeastern and northwestern Brazil (Acre, Amazonas, Maranhão, Pará and Rondônia states) (POWO 2020, Flora do Brasil 2020). In Amazonian Maranhão, E. cupulata was found growing in “terra firme” forest on rocky soil.
Phenology:— Flowering in February and March and fruiting in April and June.
Specimens examined:— BRAZIL. Maranhão: São Luís, 2°34’38” S, 44°12’04” W, February-March 1939 (fl.), R.L. Fróes 11789 (NY!); 1940 (fr.), R.L. Froes 11864 (NY!). Arredores de Estiva, 08 August 1980 (st.), M.G. Silva 5738 (MG!).
Additional specimens examined:— BRAZIL. Maranhão: Carolina, 7°19’58” S, 47°28’10” W, 12 March 2016 (fr.), A.C. Sevilha 5811 (CEN, image). Lorêto, “Ilha das Balsas”, 140 m, 7°30’ S, 45°3’ W, 01 June 1962 (fr.), G. Eiten 4810 (NY!). Pará: Santarém, Km 35 da estrada do Palhao, arredores do Acampamento do Igarapé Curupira, 04 September 1969 (fl.), M.B. Silva 2493 with R. Souza (NY!).
description: Published as part of Amorim, Gabriela Dos Santos, Barbosa, Maria Regina De Vasconcellos, Jr, Eduardo Bezerra De Almeida & Thomas, William Wayt, 2022, Taxonomic study of Myrtaceae in forest fragments in Amazonian Maranhão, Brazil, pp. 27-60 in Phytotaxa 568 (1) on page 35, DOI: 10.11646/phytotaxa.568.1.3, http://zenodo.org/record/7184245
Hyllus africanus Lessert 1927
Creators: name: Haddad, Charles Richard
name: Wiśniewski, Konrad
name: Wesołowska, Wanda
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Salticidae
Hyllus
Hyllus africanus

description: Hyllus africanus Lessert, 1927
Fig. 15
Hyllus africanus Lessert, 1927: 449, fig. 26B (♂); Wesołowska 2008: 321, figs 1–6 (♂); Wesołowska & Edwards 2012: 747, figs 46–50 (♀).
Hyllus guineensis Berland & Millot 1941: 335, fig. 39 (♂).
Material examined. MOZAMBIQUE: Tete: leg. C.F. Roewer, 1♂ 1♀ (SMF 9636), 1♂ (SMF 9648 A), 1♀ (SMF 9681), 1♂ (SMF 9690), 1♂ (SMF 9691), 1♀ (SMF 9705).
Description. For description of the male and female see Wesołowska (2008) and Wesołowska & Edwards (2012), respectively. General appearance of both sexes as in Fig. 15A–C.
Distribution. Species widely distributed in Africa but recorded from Mozambique for the first time here.
description: Published as part of Haddad, Charles Richard, Wiśniewski, Konrad & Wesołowska, Wanda, 2024, The jumping spiders of Mozambique (Araneae: Salticidae), pp. 1-92 in Zootaxa 5560 (1) on page 25, DOI: 10.11646/zootaxa.5560.1.1, http://zenodo.org/record/14595436
title: Activité du port de Saint-Malo – 1699 – Calais
Creators: name: :Unkn
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2024
Subjects: subject: produits agroalimentaires
subject: graines
subject: produits de la mer
subject: poissons

description: Cette fiche est issue de l’enquête menée par Jean Delumeau sur l’activité du port de Saint-Malo au 17e et 18e siècle. Cette fiche correspond à l’activité de l’année 1699 avec le port "Calais"
description: Marchandises arrivées à Saint-Malo : graines de lin ; harengs
description: Catégories de marchandises arrivées à Saint-Malo : produits agroalimentaires ; graines ; produits de la mer ; poissons
description: Coverage: Grand cabotage
description: Bibliographic citation: LE MENÉ, Michel. Le Commerce maritime malouin en 1699. DES : Histoire : Rennes, 1959 (Bibliothèque François-Lebrun, MH 1012)
description: date: Date de numérisation : 2021 à 2023
description: created: Années 1950-1960
Trachymedusae Haeckel 1866
Creators: name: Horia R. Galea
name: Cornelia Roder
name: Christoph Walcher
name: Marco Warmuth
name: Eberhard Kohlberg
name: Philipp F. Fischer
Publisher: name: Zenodo
Year: 2016
Subjects: Biodiversity
Taxonomy
Animalia
Cnidaria
Hydrozoa
Trachymedusae

description: Order Trachymedusae Haeckel, 1866
Diagnosis
Hydromedusae with umbrella margin entire, not deeply-lobed; with conspicuous marginal nematocyst ring; manubrium with or without gastric peduncle; with circular and radial canals, and gonads usually conFned to the latter; centripetal canals either present or absent; tentacles marginal, either solid, or solid and hollow occurring simultaneously; statocysts of ecto-endodermal origin, either free or enclosed; velum generally well-developed, exceptionally absent.
Remarks
The diagnosis given above combines those provided by Kramp (1968) and Bouillon et al. (2006), and adds the case when the velum is absent, as it will be shown below for the genus Glaciambulata gen. nov.
The taxonomic status of some of the families included in Trachymedusae is unsettled yet. For example, Collins et al. (2008) have shown that the family Geryoniidae Eschscholtz, 1829 is derived from within another order, Limnomedusae Kramp, 1938, and the family Halicreatidae Fewkes, 1886 belongs to a sister group of a clade containing the orders Narcomedusae Haeckel, 1879 and Actinulida Swedmark & Teissier, 1959, as well as the trachymedusan family Rhopalonematidae Russell, 1953. In addition, according to the same source, some characters of the family Petasidae Haeckel, 1879, especially the presence of 4 radial canals instead of generally 8, common to Rhopalonematidae, suggest that it may belong elsewhere.
description: Published as part of Horia R. Galea, Cornelia Roder, Christoph Walcher, Marco Warmuth, Eberhard Kohlberg & Philipp F. Fischer, 2016, Glaciambulata neumayeri gen. et sp. nov., a new Antarctic trachymedusa (Cnidaria: Hydrozoa), with a revision of the family Ptychogastriidae, pp. 1-30 in European Journal of Taxonomy 252 on page 3, DOI: 10.5852/ejt.2016.252, http://zenodo.org/record/221250
Rustic Capital Writing: P.Herc. 1448, P.Herc. 1475
Creators: name: Marichal, Robert
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2015

description: vue 40
description: "Annotations of the original roll; detailed papyrological description of each frame and of the fragments; detailed palaeographic description of the writing with drawings of the letters (also on tracing paper) and of the writing angle. Drawings by Marichal of the fragments contained in several frames (at least 1-7); remarks written in two different ink (light greekn and pink); in the upper right corner indications written with a dark pink ink: the indications 'Vu 53' or 'Vu 54' are usually followed by another indication, probably reflecting the level reached in studying that fragment. Photographs of the papyrus and of some of the Naples drawings. Notes on the miniatures"
description: Source: 4MAR_9_2_5-16.5
description: Relation: 4MAR_42_4-1, 4MAR_42_4-6, 4MAR_42_4-7
description: created: n.d., 1957
Study on P.Mich. VIII 468 (inv. 5390) recto.
Creators: name: Marichal, Robert
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2015

description: vue 6
description: Typewriten description, biblioraphy with notes, typewriten transcription, commentary with notes, drawings of the alphabet.
description: Source: 4MAR_21_3.2-15-2-9
description: created: n. d.
Canaima Huber 2000
Creators: name: Huber, Bernhard A.
name: Villarreal, Osvaldo
Publisher: name: Zenodo
Year: 2020
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Pholcidae
Canaima

description: Canaima Huber, 2000
Notes
Only two species were previously known in this genus, the type species C. arima (Gertsch, 1982) from Trinidad and C. merida Huber, 2000 from Mérida, Venezuela. Below, we describe six further Venezuelan species, closing to some degree the geographic gap between Trinidad and Mérida (Fig. 1034). All species
are known from very limited geographic areas, suggesting that these small spiders may be considerably more diverse than suggested by the low number of described species.
The assignment of the new species to Canaima is not obvious. Most new species share the main synypomorphy of Canaima (very short cheliceral entapophyses; e.g., Figs 60, 65, 70, 83, 87) and have similar male cheliceral armatures and general male palpal morphologies. In addition, none has an inflated male palpal tibia like Blancoa Huber, 2000, the only Modisiminae genus in Venezuela with superficially similar species. For most new species, the assignment to Canaima appears thus like a plausible solution, even though based on limited evidence. Most problematic is C. guaraque Huber sp. nov., a species with a highly unique pedipalp that may well end up in a separate (new) genus.
During our 2018 trip we made a major effort to recollect C. merida but could not find it at the type locality (15 km NE Mérida, El Valle, 2400 m a.s.l., approximately 8.689° N, 71,100° W). Only two specimens of this species are known to exist in collections: the male holotype (in AMNH) and a newly examined male with poorly specified locality data (only “ Mérida ”), deposited in SMF (RII/5626).
description: Published as part of Huber, Bernhard A. & Villarreal, Osvaldo, 2020, On Venezuelan pholcid spiders (Araneae, Pholcidae), pp. 1-317 in European Journal of Taxonomy 718 on pages 19-20, DOI: 10.5852/ejt.2020.718.1101, http://zenodo.org/record/4069574