cometadata/datacite-rtg-text-other-reclassification-records huggingface dataset:
Eugenia wullschlaegeliana Amshoff 1948
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 wullschlaegeliana

description: 17. Eugenia wullschlaegeliana Amshoff (1948: 20).
Type:— SURINAME. Paramaribo, H. R. Wullschlägel 193 (holotype: BR [5288649] image; isotype: MICH [1109613] image). (Fig 4 E-G.)
Trees or shrubs 15.2 m. Twigs glabrous. Leaves with petioles 3–5 mm long, pubescent, unchanneled; blades elliptic to broadly so, or ovate, 6.2–11.1 × 3.1–4.7 cm, pubescent adaxially and densely pubescent abaxially, the indumentum whitish or brownish, membranaceous or chartaceous, discolorous; glands not seen; base cuneate or rounded; apex acute or attenuate; midvein adaxially impressed; lateral veins visible, not arched, 8 to 9 pairs; intra-marginal vein 1 mm or less from the margin, margin flat. Inflorescence axillary, a fascicle, the axis ca. 3 mm long, pubescent, the indumentum yellowish; bracts deltate, 0.5 × 0.5 mm, pubescent, caducous after anthesis; pedicels 2–4 mm long, pubescent; bracteoles deltate, 0.5 × 0.5 mm, pubescent, caducous after anthesis; flower buds globose, 5 × 3 mm, not constricted above ovary; calyx-lobes free, four, deltate, 1 × 1.3 mm, pubescent adaxially and glabrous abaxially, not reflexed, persistent in the fruit; ovary not seen. Immature fruit ellipsoid, 1.5–1.9 × 0.8 cm, glabrous, surface with glands marked, no mature fruits examined.
Note:— Eugenia wullschlaegeliana may be recognized by its leaves, which are ovate, elliptic, or broadly elliptic; its inflorescence forming a pubescent fascicle, with yellowish indumentum; and its glabrous, ellipsoid fruit, with marked glands on the surface.
Distribution and habitat:— Known from French Guiana, Suriname and northeastern and northwestern Brazil (Amazonas, Maranhão and Pará states) (POWO 2020, Flora do Brasil 2020). In Amazonian Maranhão, E. wullschlaegeliana was found growing in flooded forests and in open fields.
Phenology:— Flowering in October and fruiting in September.
Specimens examined:— BRAZIL. Maranhão: Maracassumé River Region, Igarapé do Urubuquara, 09 September 1932 (fr.), R.L. Fróes 1885 (NY!); 22 October 1932 (fl.), R.L. Fróes 1967 (NY!).
Additional specimens examined:— BRAZIL. Pará: Genipapo trail, Basin of Rio Xingu, Gleba Bacaja, lote 88, just below mouth of Rio Bacaja, 3°22’20” S, 50°47’50” W, 01 December 1980 (fl.), G.T. Prance P26566 (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 43, DOI: 10.11646/phytotaxa.568.1.3, http://zenodo.org/record/7184245
Curves with few bad primes over cyclotomic $\mathbb{Z}_\ell$-extensions
Creators: name: Siksek, Samir
name: Visser, Robin
Publisher: name: arXiv
Year: 2023
Subjects: subject: Number Theory (math.NT)
subject: FOS: Mathematics
subject: 11G10

description: Let $K$ be a number field, and $S$ a finite set of non-archimedean places of $K$, and write $\mathcal{O}_S^\times$ for the group of $S$-units of $K$. A famous theorem of Siegel asserts that the $S$-unit equation $\varepsilon+δ=1$, with $\varepsilon$, $δ\in \mathcal{O}_S^\times$, has only finitely many solutions. A famous theorem of Shafarevich asserts that there are only finitely many isomorphism classes of elliptic curves over $K$ with good reduction outside $S$. Now instead of a number field, let $K=\mathbb{Q}_{\infty,\ell}$ which denotes the $\mathbb{Z}_\ell$-cyclotomic extension of $\mathbb{Q}$. We show that the $S$-unit equation $\varepsilon+δ=1$, with $\varepsilon$, $δ\in \mathcal{O}_S^\times$, has infinitely many solutions for $\ell \in \{2,3,5,7\}$, where $S$ consists only of the totally ramified prime above $\ell$. Moreover, for every prime $\ell$, we construct infinitely many elliptic or hyperelliptic curves defined over $K$ with good reduction away from $2$ and $\ell$. For certain primes $\ell$ we show that the Jacobians of these curves in fact belong to infinitely many distinct isogeny classes.
Mexcala elegans Peckham & Peckham 1903
Creators: name: Haddad, Charles Richard
name: Wiśniewski, Konrad
name: Wesołowska, Wanda
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Salticidae
Mexcala
Mexcala elegans

description: Mexcala elegans Peckham & Peckham, 1903
Mexcala elegans Peckham & Peckham, 1903: 248, pl. 29, fig. 2 (♂); Wesołowska & Haddad 2009: 56, fig. 101–104, 247 (♂ ♀); Wesołowska 2009a: 158, fig. 2, 30–46 (♂ ♀).
Cosmophasis natalensis Lawrence, 1942: 184, fig. 30 (♂ ♀).
Mexcala natalensis (Lawrence): Wesołowska & Cumming 2008: 197, figs 92–97 (♂ ♀).
Material examined. MOZAMBIQUE: Inhambane: Bartholomew Diaz Point, 21°15.585’S, 35°06.851’E, leaf litter, mangroves, 10.XII.2007, leg. C. Haddad, R. Lyle & R. Fourie, 1♀ (NCA 2020 /118). Maputo: Inhaca Island, wetland, pitfall traps, 21.II–3.III.1994, leg. T. Steyn, 1♀ (MRAC 209452); Same data but 5–15.III.1994, 1♀ (MRAC 209380); Same data but 14–28.V.1994, 1♀ (MRAC 209809).
Distribution. Known from southern and western Africa. 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 44, DOI: 10.11646/zootaxa.5560.1.1, http://zenodo.org/record/14595436
Rhopaloceras oniscus
Creators: name: Valim, Michel P.
name: Silveira, Luís F.
Publisher: name: Zenodo
Year: 2014
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Phthiraptera
Philopteridae
Rhopaloceras
Rhopaloceras oniscus

description: Rhopaloceras oniscus (Nitzsch [in Giebel], 1866)
Goniodes oniscus Nitzsch [in Giebel], 1866: 388.
Goniodes aliceps Nitzsch [in Giebel] (1874: 204)
Goniocotes longipes Giebel (1874: 190).
Rhopaloceras oniscus aliceps Giebel [sic]; Eichler (1947: 170, fig. 7).
Rhopaloceras oniscus (Nitzsch [in Giebel], 1866); Carriker (1936: 107, pl. 14, fig. 2); Guimarães & Lane (1937: 14); (Kéler (1939: 222, fig. 1).
Material examined: 6♀ (MZUSP #3192–3197), (host skin in MNRJ #24626), Igaraçu (07º50'S; 34º54'W), Usina São José, Pernambuco, Brazil, 20 Apr. 1945, H.F. Berla coll. 1♀ (MZUSP #3199), Mata do Othon (09°50'S; 35°54'W), Barra de São Miguel, Alagoas, Brazil, 21 Feb. 1979, D.M. Teixeira Coll. 1♀ MZUSP #5767), Roteiro (09°50'S; 35°58'W), Alagoas, Brazil, Nov. 1978, P.M. Nardelli coll. (W.C.A. Bokermann leg.)
Remarks: The only reliable records of this species from T. solitarius solitarius are those in Guimarães & Lane (1937) and Kéler (1939). The material listed above was identified by comparison with those deposited in MZUSP collection.
description: Published as part of Valim, Michel P. & Silveira, Luís F., 2014, A new species and five new records of chewing lice (Insecta: Phthiraptera: Ischnocera) from an isolated population of the solitary tinamou Tinamus solitarius (Aves: Tinamiformes), pp. 127-142 in Zootaxa 3838 (1) on pages 132-133, DOI: 10.11646/zootaxa.3838.1.8, http://zenodo.org/record/231211
Polynema mendeli Girault 1913
Creators: name: Manickavasagam, S.
name: Rameshkumar, A.
Publisher: name: Zenodo
Year: 2011
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Hymenoptera
Mymaridae
Polynema
Polynema mendeli

description: 6. Polynema mendeli Girault
Specimens examined. INDIA, Tamil Nadu, Cuddalore, Chidambaram, 16.xii.2010, S. Manickavasagam & A. Rameshkumar, Psidium guajava L. orchard, yellow pan trap (2 females, EDAU); Tamil Nadu, Tiruchirappalli, Suklampatti, 16.xii.2010, S. Manickavasagam & A. Rameshkumar, forest, Malaise trap (1 female, EDAU).
Distribution. India: Assam, Bihar, Kerala, Pondicherry, West Bengal (Hayat & Anis 1999), 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 65, DOI: 10.11646/zootaxa.3094.1.5, http://zenodo.org/record/5244782
Latin Majuscule Writing with inclined axis in Herculaneum papyri
Creators: name: Marichal, Robert
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2015

description: vue 113
description: "Study of the following Latin papyri: P.Herc. 78, 217, 219, 279, 395, 396, 506, 525, 1208 (cornice 2), 1763. All papyri are listed on the cover page of the main folder; some papyri are marked with the word 'micro' written with a different (pink) ink ; the indication 'Vu 58' is written at the bottom of the list (same ink), and a bibliographical reference is quoted in relation to P.Herc. 217"
description: Source: 4MAR_9_2_5-14
description: Relation: 4MAR_42_4-5
description: created: n.d., 1957
Myrmarachne ichneumon
Creators: name: Haddad, Charles Richard
name: Wiśniewski, Konrad
name: Wesołowska, Wanda
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Salticidae
Myrmarachne
Myrmarachne ichneumon

description: Myrmarachne ichneumon (Simon, 1886)
Fig. 31A
Salticus ichneumon Simon, 1886: 387 (♂); Peckham & Peckham 1892: 17, pl. 1, fig. 7 (♂); Peckham & Peckham 1903: 250 (♀).
Myrmarachne ichneumon (Simon): Simon 1901b: 499; Roewer 1965: 47, figs 38, 38a (♀); Wanless 1978b: 56, figs 31A–G, 32A–I (♂ ♀); Wesołowska & Haddad 2009: 58, figs 105–110 (♂ ♀).
Material examined. MOZAMBIQUE: Niassa: Niassa Reserve, Lugenda River, 12.1642°S, 38.24426°E, riparian thicket, 12.XII.2005, leg. K. Beeg, 1♂ (NCA 2024 /5).
Description. See Wanless (1978b). General appearance of male as in Fig. 31A.
Distribution. Previously known from Kenya, Tanzania and South Africa; this specimen represents the first record 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 45, DOI: 10.11646/zootaxa.5560.1.1, http://zenodo.org/record/14595436
Echinites Muller & Troschel 1844
Creators: name: Haszprunar, Gerhard
name: Spies, Martin
Publisher: name: Zenodo
Year: 2014
Subjects: Biodiversity
Taxonomy
Animalia
Echinodermata
Asteroidea
Valvatida
Acanthasteridae
Echinites

description: Echinites Müller & Troschel, 1844
Original source. Müller & Troschel (1844): page 180.
https://archive.org/stream/archivfrnaturg1001berl#page/180/mode/1up
Nomenclatural status. Unavailable name; see remark (1) below.
Type species. Not applicable.
Remarks. (1) The name is permanently unavailable due to junior primary homonymy with Echinites Gesner, 1758 (p. 35: Echinoidea) and with Echinites Leske, 1778 (p. xviii (18) and 157: Echinoidea).
(2) The incorrect subsequent spelling “ Echinetes ” by Ludwig & Hamann (1899: 710) does not constitute a separately available name (ICZN 1999: Art. 33.3).
description: Published as part of Haszprunar, Gerhard & Spies, Martin, 2014, An integrative approach to the taxonomy of the crown-of-thorns starfish species group (Asteroidea: Acanthaster): A review of names and comparison to recent molecular data, pp. 271-284 in Zootaxa 3841 (2) on pages 277-278, DOI: 10.11646/zootaxa.3841.2.6, http://zenodo.org/record/4928388
Embedding theorems for random graphs with specified degrees
Creators: name: Gao, Pu
name: Ohapkin, Yuval
Publisher: name: arXiv
Year: 2023
Subjects: subject: Combinatorics (math.CO)
subject: FOS: Mathematics

description: Given an $n\times n$ symmetric matrix $W\in [0,1]^{[n]\times [n]}$, let $\mathcal{G}(n,W)$ be the random graph obtained by independently including each edge $jk$ with probability $W_{jk}$. Given a degree sequence ${\bf d}=(d_1,\ldots, d_n)$, let $\mathcal{G}(n,{\bf d})$ denote a uniformly random graph with degree sequence ${\bf d}$. We couple $\mathcal{G}(n,W)$ and $\mathcal{G}(n,{\bf d})$ together so that a.a.s. $\mathcal{G}(n,W)$ is a subgraph of $\mathcal{G}(n,{\bf d})$, where $W$ is some function of ${\bf d}$. Let $Δ({\bf d})$ denote the maximum degree in ${\bf d}$. Our coupling result is optimal when $Δ({\bf d})^2\ll \|{\bf d}\|_1$, i.e.\ $W_{ij}$ is asymptotic to $\mathbb{P}(ij\in \mathcal{G}(n,{\bf d}))$ for every $i,j\in [n]$. We also have coupling results for ${\bf d}$ that are not constrained by the condition $Δ({\bf d})^2\ll \|{\bf d}\|_1$. For such ${\bf d}$ our coupling result is still close to optimal, in the sense that $W_{ij}$ is asymptotic to $\mathbb{P}(ij\in \mathcal{G}(n,{\bf d}))$ for most pairs $i,j\in [n]$.
title: Historia de la disunione del regno di Portogallo dalla Corona di Castiglia
Creators: name: Birago Avogaro, Giovanni Battista
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2019

description: Source: Bibliothèque patrimoniale Villon (Rouen), Fonds Montbret, Mt p 8228
Paleographical analysis of letter A
Creators: name: Marichal, Robert
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2015

description: Morphological study on the letter A : collection of samples from inscriptions and papyri, and analysis of paleographical aspects. - Observations on A. PETRUCCI, Per la storia della scrittura romana: i graffiti di Condatomagos, "Bullettino dell'archivio paleografico italiano", III serie , 1, 1962, pp. 85-132.
description: vue 90
description: Source: 4MAR_1_1.3.1-2
description: created: n. d.
Heptarthrogaster Carriker 1936
Creators: name: Valim, Michel P.
name: Silveira, Luís F.
Publisher: name: Zenodo
Year: 2014
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Phthiraptera
Philopteridae
Heptarthrogaster

description: Heptarthrogaster Carriker, 1936
Heptarthrogaster Carriker, 1936: 134 (Type species: Goniodes parvulus Taschenberg, 1882, by original designation). This genus contains seven species of lice, all of which are restricted to species of the genus Tinamus.
description: Published as part of Valim, Michel P. & Silveira, Luís F., 2014, A new species and five new records of chewing lice (Insecta: Phthiraptera: Ischnocera) from an isolated population of the solitary tinamou Tinamus solitarius (Aves: Tinamiformes), pp. 127-142 in Zootaxa 3838 (1) on page 133, DOI: 10.11646/zootaxa.3838.1.8, http://zenodo.org/record/231211
Sphaeropelatops brasiliensis Jeannel 1936
Creators: name: Peck, Stewart B.
name: Gnaspini, Pedro
name: Newton, Alfred F.
Publisher: name: Zenodo
Year: 2020
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Coleoptera
Leiodidae
Sphaeropelatops
Sphaeropelatops brasiliensis

description: A. brasiliensis Jeannel, 1936: 66;
Gnaspini, 1996: 539 (holotype seen [Note: Aedeagus and genital segment miss-ing—see Note under Gnaspini & Peck, 2019, below]); Gnaspini & Peck, 2001: 429 (tentative assignment to group ascutellaris); Salgado, 2010c: 214 (assignment to group capitanea); Gnaspini & Peck, 2019: 10, 14 (holotype seen [Note: Aedeagus and genital segment missing—we recently learned that there is a glass slide with the male genitalia of this type specimen studied by R. Jeannel and kept separate at the MNHN collection (Michel Perreau, 2019, personal comm.); see Note under MNHN, in ‘Construction and Organization of the Catalog’ and also in Gnaspini & Peck, 2019]; assignment back to group; and tentatively to subgroup).
Holotype male [a single specimen in original description, assumed as holotype] in MNHN.
Type locality: Blumenau, Santa Catarina State, Brazil.
Distribution: Brazil: Santa Catarina State: known only from type locality.
description: Published as part of Peck, Stewart B., Gnaspini, Pedro & Newton, Alfred F., 2020, Updated catalog and generic keys of the Leiodidae (Insecta: Coleoptera) of the Neotropical region (" Latin America ": Mexico, the West Indies, and Central and South America), pp. 1-114 in Zootaxa 4741 (1) on page 43, DOI: 10.11646/zootaxa.4741.1.1, http://zenodo.org/record/3772899
Myrmarachne laurentina Bacelar, 1953 Bacelar 1953
Creators: name: Haddad, Charles Richard
name: Wiśniewski, Konrad
name: Wesołowska, Wanda
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Salticidae
Myrmarachne
Myrmarachne laurentina

description: Myrmarachne laurentina Bacelar, 1953
Fig. 31B
Myrmarachne laurentina Bacelar, 1953: 8, figs 4–8 (♂); Wanless 1978b: 99, figs 63A–B, E, G, I, 64B, C, 65A–C, G, H (♂ ♀); Wesołowska & Haddad 2009: 61, figs 111–114 (♂); Prószyński 2018: 171, fig. 21S–V (♂ ♀).
Material examined. MOZAMBIQUE: Inhambane: Bartholomew Diaz Point, 21°15.585’S, 35°06.851’E, mangroves, beating shrubs, 9.XII.2007, leg. R. Lyle & R. Fourie, 1♂ 1♀ (NCA 2020 /120); Vilankulos, Casa Chibububo, 21°01.231’S, 35°19.237’E, beating shrubs, coastal bush, 12.XII.2007, leg. R. Lyle, R. Fourie & C. Haddad, 1♂ 2♀ (NCA 2020 /145).
Description. See Wanless (1978b) for a redescription of both sexes. General appearance of male as in Fig. 31B.
Distribution. Known from Mozambique and South Africa.
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 46, DOI: 10.11646/zootaxa.5560.1.1, http://zenodo.org/record/14595436
Uniqueness of the infinite tree in low-dimensional random forests
Creators: name: Halberstam, Noah
name: Hutchcroft, Tom
Publisher: name: arXiv
Year: 2023
Subjects: subject: Probability (math.PR)
subject: Mathematical Physics (math-ph)
subject: FOS: Mathematics
subject: FOS: Physical sciences

description: The arboreal gas is the random (unrooted) spanning forest of a graph in which each forest is sampled with probability proportional to $β^{\# \text{edges}}$ for some $β\geq 0$, which arises as the $q\to 0$ limit of the Fortuin-Kastelyn random cluster model with $p=βq$.
 We study the infinite-volume limits of the arboreal gas on the hypercubic lattice $\mathbb{Z}^d$, and prove that when $d\leq 4$, any translation-invariant infinite volume Gibbs measure contains at most one infinite tree almost surely. Together with the existence theorem of Bauerschmidt, Crawford and Helmuth (2021), this establishes that for $d=3,4$ there exists a value of $β$ above which subsequential weak limits of the $β$-arboreal gas on tori have exactly one infinite tree almost surely. We also show that the infinite trees of any translation-invariant Gibbs measure on $\mathbb{Z}^d$ are one-ended almost surely in every dimension.
 The proof has two main ingredients:
 First, we prove a resampling property for translation-invariant arboreal gas Gibbs measures in every dimension, stating that the restriction of the arboreal gas to the trace of the union of its infinite trees is distributed as the uniform spanning forest on this same trace.
 Second, we prove that the uniform spanning forest of any translation-invariant random connected subgraph of $\mathbb{Z}^d$ is connected almost surely when $d\leq 4$. This proof also provides strong heuristic evidence for the conjecture that the supercritical arboreal gas contains infinitely many infinite trees in dimensions $d\geq 5$. Along the way, we give the first systematic and axiomatic treatment of Gibbs measures for models of this form including the random cluster model and the uniform spanning tree.
description: 28 pages, 1 figure
The Descriptive Complexity of Graph Neural Networks
Creators: name: Grohe, Martin
Publisher: name: arXiv
Year: 2023
Subjects: subject: Logic in Computer Science (cs.LO)
subject: Computational Complexity (cs.CC)
subject: Machine Learning (cs.LG)
subject: FOS: Computer and information sciences

description: We analyse the power of graph neural networks (GNNs) in terms of Boolean circuit complexity and descriptive complexity.
 We prove that the graph queries that can be computed by a polynomial-size bounded-depth family of GNNs are exactly those definable in the guarded fragment GFO+C of first-order logic with counting and with built-in relations. This puts GNNs in the circuit complexity class (non-uniform) $\text{TC}^0$. Remarkably, the GNN families may use arbitrary real weights and a wide class of activation functions that includes the standard ReLU, logistic "sigmoid", and hyperbolic tangent functions. If the GNNs are allowed to use random initialisation and global readout (both standard features of GNNs widely used in practice), they can compute exactly the same queries as bounded depth Boolean circuits with threshold gates, that is, exactly the queries in $\text{TC}^0$.
 Moreover, we show that queries computable by a single GNN with piecewise linear activations and rational weights are definable in GFO+C without built-in relations. Therefore, they are contained in uniform $\text{TC}^0$.
description: Journal version for TheoretiCS
Chisosa Huber 2000
Creators: name: Huber, Bernhard A.
name: Villarreal, Osvaldo
Publisher: name: Zenodo
Year: 2020
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Pholcidae
Chisosa

description: Chisosa Huber, 2000
Notes
This genus currently contains three species: the type species C. diluta (Gertsch & Mulaik, 1941) from Texas, USA; C. baja (Gertsch, 1982) from Baja California, Mexico; and the recently described C. caquetio Huber, 2019, previously known from Curaçao and Aruba only. The last species is here newly documented for mainland South America. This is the only known indigenous member of Arteminae in Venezuela. Other Arteminae in Venezuela are introduced [Artema atlanta Walckenaer, 1837; Physocyclus globosus (Taczanowski, 1874)]. Together with the Chilean genus Aucana Huber, 2000 (whose position in Arteminae needs to be confirmed) it is the only indigenous member of Arteminae known in all of South America.
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 page 47, DOI: 10.5852/ejt.2020.718.1101, http://zenodo.org/record/4069574
title: Questionnaire d'enquête de Jean Le Dû (1938-2020) pour le Nouvel Atlas Linguistique de Basse-Bretagne (NALBB) pour le point d'enquête 152 (Ploerdut) à partir d'un enregistrement sonore du 7 février 1975.
title: Questionnaire d'enquête de Jean Le Dû (1938-2020) pour le Nouvel Atlas Linguistique de Basse-Bretagne (NALBB) pour le point d'enquête 152 (Ploerdut) à partir d'un enregistrement sonore du 7 février 1975.
Creators: name: Le Dû, Jean
name: Le Dû, Jean (1938-2020)
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2023

description: Réponses en breton à un questionnaire portant sur la localisation, la quantité, le temps qui passe, le temps qu'il fait, les éléments, les plantes et les fruits, les mammifères sauvages, les oiseaux sauvages, autres animaux, les animaux familiers, la ferme, les hommes, les activités agricoles.
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description: JLD.001.152.pdf
Reflare in MAXI J1348-630]{Evolution of disc and corona in MAXI J1348-630 during the 2019 reflare: NICER and Insight-HXMT view
Creators: name: Dai, Xiaohang
name: Kong, Lingda
name: Bu, Qingcui
name: Santangelo, Andrea
name: Zhang, Shu
name: Ji, Long
name: Zhang, Shuangnan
name: Yorgancioglu, Emre Seyit
Publisher: name: arXiv
Year: 2023
Subjects: subject: High Energy Astrophysical Phenomena (astro-ph.HE)
subject: High Energy Physics - Phenomenology (hep-ph)
subject: FOS: Physical sciences

description: In this work, using \textit{NICER} and \textit{Insight}-HXMT observations, we present a study of the broadband spectral and timing evolution of the source throughout the first reflare, which occurred about 4 months after the major outburst. Our findings suggest that during the reflare, below a critical luminosity $L_{\rm crit}\sim2.5\times10^{36}$ (D/2.2 kpc)$^{2}$ erg s$^{-1}$, the scale of the corona shrinks in the radial direction, whereas the inner radius of the disk does not change considerably; however, the inner radius of the disk starts to move inward when the source exceeds the critical luminosity. We conclude that at low luminosity the increase in accretion rate only heats up the inner zone of the accretion disc without the transfer of angular momentum which occurs above a certain luminosity.
Acanthasteridae Sladen 1889
Creators: name: Haszprunar, Gerhard
name: Spies, Martin
Publisher: name: Zenodo
Year: 2014
Subjects: Biodiversity
Taxonomy
Animalia
Echinodermata
Asteroidea
Valvatida
Acanthasteridae

description: Acanthasteridae Sladen, 1889
Original source. Sladen (1889): page 536 (as subfamily Acanthasterinae in family Echinasteridae). http://www.biodiversitylibrary.org/item/43777#page/590/mode/1up
Nomenclatural status. Available name.
Type genus: Acanthaster Gervais, 1841.
description: Published as part of Haszprunar, Gerhard & Spies, Martin, 2014, An integrative approach to the taxonomy of the crown-of-thorns starfish species group (Asteroidea: Acanthaster): A review of names and comparison to recent molecular data, pp. 271-284 in Zootaxa 3841 (2) on page 278, DOI: 10.11646/zootaxa.3841.2.6, http://zenodo.org/record/4928388
title: Activité du port de Saint-Malo – 1735 – Pontrieux
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: graines
subject: produits manufacturés
subject: minerais et métaux
subject: produits chimiques et médicinaux
subject: matériaux de construction
subject: produits laitiers
subject: céréales

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 1735 avec le port "Pontrieux"
description: Marchandises au départ de Saint-Malo : cidre ; graines de lin ; bière ; fer ; savon ; chaux ; plomb ; acier
description: Catégories de marchandises au départ de Saint-Malo : produits agroalimentaires ; alcool ; graines ; produits manufacturés ; minerais et métaux ; produits chimiques et médicinaux
description: Marchandises arrivées à Saint-Malo : bois ; miel ; beurre ; chanvre ; froment ; houblon ; sable
description: Catégories de marchandises arrivées à Saint-Malo : matériaux de construction ; produits agroalimentaires ; produits laitiers ; céréales ; produits manufacturés
description: Coverage: Petit cabotage
description: Bibliographic citation: MACÉ, Andrée. Le Commerce de Saint-Malo en 1735. DES : Histoire : Rennes : 1965 (Bibliothèque François-Lebrun, MH 1030)
description: date: Date de numérisation : 2021 à 2023
description: created: Années 1950-1960
Myrmarachne marshalli Peckham & Peckham 1903
Creators: name: Haddad, Charles Richard
name: Wiśniewski, Konrad
name: Wesołowska, Wanda
Publisher: name: Zenodo
Year: 2024
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Salticidae
Myrmarachne
Myrmarachne marshalli

description: Myrmarachne marshalli Peckham & Peckham, 1903
Myrmarachne marshallii Peckham & Peckham, 1903: 249, pl. 29, fig. 6 (♂ ♀); Wanless 1978b: 67, figs 38A–H, 39A–G, 40A–K (♂ ♀); Wesołowska & Cumming 2008: 199, figs 98–106 (♂ ♀); Wesołowska & Haddad 2009: 63, figs 121–123 (♀).
Myrmarachne riveti Berland & Millot, 1941: 410, fig. 99 (♀).
Myrmarachne akermani Lawrence 1942: 181, figs 28, 29 (♂ ♀).
Myrmarachne burgeoni Roewer, 1965: 54, fig. 56, 56a (♂ ♀).
Myrmarachne bredoi Roewer, 1965: 55, fig. 57 (♂).
Myrmarachne benoiti Roewer, 1965: 57, fig. 60 (♂).
Myrmarachne mulungu Roewer, 1965: 59, fig. 63 (♂).
Material examined. MOZAMBIQUE: Inhambane: Morrungulo, Morrungulo Resort, 23°13.983’S, 32°29.587’E, beating shrubs, dune forest, 6.XII.2007, leg. R. Lyle & R. Fourie, 1♀ (NCA 2020 /167); Vilankulos, Casa Chibububo, 21°01.231’S, 35°19.237’E, beating shrubs, coastal forest, 12.XII.2007, leg. C. Haddad, R. Lyle & R. Fourie, 2♂ (NCA 2020 /148).
Distribution. Widely distributed in Africa, it is 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 46, DOI: 10.11646/zootaxa.5560.1.1, http://zenodo.org/record/14595436
title: Activité du port de Saint-Malo – 1683 – Bretagne Côte nord (petits ports)
Creators: name: :Unkn
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2024
Subjects: subject: matériaux de construction
subject: produits agroalimentaires
subject: produits chimiques et médicinaux
subject: produits manufacturés

description: Marchandises arrivées à Saint-Malo : bois ; grains ; alun ; chanvre ; étoupe
description: Catégories de marchandises arrivées à Saint-Malo : matériaux de construction ; produits agroalimentaires ; produits chimiques et médicinaux ; produits manufacturés
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 1683 avec le port "Bretagne nord Petits ports"
description: Coverage: Petit cabotage
description: Bibliographic citation: MERCIER. Le Commerce de Saint-Malo (1683). DES : Histoire : Rennes, [s.d.] (Bibliothèque François-Lebrun - Rennes 2, MH 1001)
description: date: Date de numérisation : 2021 à 2023
description: created: Années 1950-1960
Special homogeneous surfaces
Creators: name: Lindemann, David
name: Swann, Andrew
Publisher: name: arXiv
Year: 2023
Subjects: subject: Differential Geometry (math.DG)
subject: High Energy Physics - Theory (hep-th)
subject: Algebraic Geometry (math.AG)
subject: FOS: Mathematics
subject: FOS: Physical sciences
subject: 53A15 (primary), 51N35, 14M17, 53C30, 53C26 (secondary)

description: We classify hyperbolic polynomials in two real variables that admit a transitive action on some component of their hyperbolic level sets. Such surfaces are called special homogeneous surfaces, and they are equipped with a natural Riemannian metric obtained by restricting the negative Hessian of their defining polynomial. Independent of the degree of the polynomials, there exist a finite number of special homogeneous surfaces. They are either flat, or have constant negative curvature.
description: 26 pages, 12 figures
title: Note remise à M. le comte de Montmorin par M. l’ambassadeur d’Espagne, 5 avril 1790 [et] Réponse de M. le Cte de Montmorin..., 24 avril 1790
Creators: name: Fernan-Nuñez, Carlos José Gutierrez De Los Rios (Comte De)
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2020

description: Source: Bibliothèque patrimoniale Villon (Rouen), fonds Liber, Mt g 3945
Heptarthrogaster grandis Carriker 1936
Creators: name: Valim, Michel P.
name: Silveira, Luís F.
Publisher: name: Zenodo
Year: 2014
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Phthiraptera
Philopteridae
Heptarthrogaster
Heptarthrogaster grandis

description: Heptarthrogaster grandis Carriker, 1936
Heptarthrogaster grandis Carriker, 1936: 136, pl. 20, fig. 3.
Heptarthrogaster oliverioi Guimarães & Lane (1937: 10, fig. 3).
Heptapsogaster grandis (Carriker, 1936); Price et al. (2003: 189).
Heptapsogaster oliverioi (Guimarães & Lane, 1937); Price et al. (2003: 190).
Material examined: 1♂, 1♀ (MZUSP #3200), Mata do Othon (09°50'S; 35°54'W), Barra de São Miguel, Alagoas, Brazil, 21 Feb. 1979, D.M. Teixeira coll.
Remarks: This species has been found as a regular ectoparasite of four species of Tinamus, of which T. solitarius is also included for Brazil (Guimarães & Lane 1937, Guimarães 1942a). Although Guimarães (1942a: 24) placed H. oliverioi as a junior synonym of H. grandis, and this opinion has been followed by Hopkins & Clay (1952: 169), the latest worldwide checklist of chewing lice inexplicably still considers the former name as valid (Price et al. 2003: 190).
description: Published as part of Valim, Michel P. & Silveira, Luís F., 2014, A new species and five new records of chewing lice (Insecta: Phthiraptera: Ischnocera) from an isolated population of the solitary tinamou Tinamus solitarius (Aves: Tinamiformes), pp. 127-142 in Zootaxa 3838 (1) on page 134, DOI: 10.11646/zootaxa.3838.1.8, http://zenodo.org/record/231211
Analytical study on P.Lond inv. 2851.
Creators: name: Marichal, Robert
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2015

description: vue 125
description: Photos, typewriten commentary on the papyrus, bibliorgaphical references, personal notes (one handwriten). - Letter by J. F. Gilliam, annotations and two receipts from The Trade unions of EPHS, studies on works by Gilliam and R. Hum. - Offprint by R.O. FINK (Hunt's Pridianum: British Museum Papyrus 2851, «JRS» 48 [1958], 102-116) not annotated, typewriten notes with handwriten corrections and addings, transcription, commentary, palaeographical studies of letters, a map of Dacia.
description: Source: 4MAR_19_3.2-1-1
description: Relation: J. F. Gilliam
description: Coverage: Oregon
description: created: n. d., March 1962
Manifold nº 26 (États malais) (p. 17)
Creators: name: Péraire, Lucien
name: CNRS
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2023

description: Causes profondes de la crise mondiale en 1932. Conséquences.
title: Activité du port de Saint-Malo – 1718 – Grimouville
Creators: name: :Unkn
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2024
Subjects: subject: produits chimiques et médicinaux

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 1718 avec le port "Grimouville"
description: Marchandises arrivées à Saint-Malo : chaux
description: Catégories de marchandises arrivées à Saint-Malo : produits chimiques et médicinaux
description: Coverage: Petit cabotage
description: Bibliographic citation: RUELLAND, Jean-Marc. Le Commerce malouin durant les années 1717-1718. DES : Histoire : Rennes, s.d. (Bibliothèque François-Lebrun, MH 1022)
description: date: Date de numérisation : 2021 à 2023
description: created: Années 1950-1960
Heteropogon Loew 1847
Creators: name: Sаkhvon, Vitаl V.
name: Lelej, Аrkаdy S.
Publisher: name: Zenodo
Year: 2018
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Diptera
Asilidae
Heteropogon

description: Genus Heteropogon Loew, 1847
Heteropogon Loew 1847: 488; Engel 1930: 422; Riсhter 1968: 118; 1969: 518; Lehr 1970: 69; 1988: 242; 1999: 638; Astakhov 2015: 67.
Type speсies. Dasypogon manicatus Meigen, 1820, by subsequent designation (Baсk 1909: 318).
Thе sресiеs оf thе gеnus Heteropogon Lоеw, 1847 аrе сhаrасtеrizеd bу thе lоng, еxсерtiоnаllу slеndеr, third аntеnnаl sеgmеnt, whiсh саrriеs with it а stуlе еquаllу аs lоng. Mаlеs with а lаrgе, dоwnwаrdlу сurvеd, smооth, соnvеx ераndrium, whiсh is аt mоst оnlу nоtсhеd арiсаllу. Аlsо, mаnу sресiеs tеnd tо hаvе а rаthеr high mеsоnоtum; thе hеаd is hеld sоmеwhаt dоwnwаrd, with thе аbdоmеn оftеn drоорing аnd thеrеbу ассеntuаting а humр-bасkеd арреаrаnсе (Hull, 1962).
Thе рrеу оf thrее sресiеs оf Heteropogon frоm Cеntrаl Аsiа аrе Hеmiрtеrа (Ciсаdеllidае), Hеtеrорtеrа (Miridае), Hуmеnорtеrа (Sуmрhуtа аnd Fоrmiсidае), Cоlеорtеrа (Sсаrаbаеidае; Арhоdiinае), аnd Diрtеrа (Brасhусеrа, Orthоrrарhа) (tаb. 1).
Thе sресiеs оf Heteropogon in Cеntrаl Аsiа inhаbit drу sitеs: stерреs аnd sеmi-dеsеrts. Thеу hunt fоr сrеерing insесts. Sоmе sресiеs аwаit рrеу, рrеfеrring tо sit оn stоnеs thеn оn thе grоund (H. pyrinus, еtс.). Аmоng thе sресiеs fоrаging frоm brаnсhеs, оnе grоuр hаs bееn dеsignаtеd аs "shаggу аsilids". Thеsе sресiеs tеnd tо inhаbit ореn lаndsсареs, еxроsеd tо strоng winds. Thеir bоdiеs, еsресiаllу thоsе оf mаlеs, hаvе dеnsе lоng sеtае (H. pilosus, H. lehri, H. loewi) (Lеhr 1970).
description: Published as part of Sаkhvon, Vitаl V. & Lelej, Аrkаdy S., 2018, Review of the genus Heteropogon Loew, 1847 (Diptera: Asilidae) from Russia and Central Asia, with description of two new species, pp. 435-450 in Zootaxa 4486 (4) on page 436, DOI: 10.11646/zootaxa.4486.4.2, http://zenodo.org/record/1454850
A complete classification of shuffle groups
Creators: name: Xia, Binzhou
name: Zhang, Junyang
name: Zhang, Zhishuo
name: Zhu, Wenying
Publisher: name: arXiv
Year: 2023
Subjects: subject: Group Theory (math.GR)
subject: Combinatorics (math.CO)
subject: FOS: Mathematics

description: For positive integers $k$ and $n$, the shuffle group $G_{k,kn}$ is generated by the $k!$ permutations of a deck of $kn$ cards performed by cutting the deck into $k$ piles with $n$ cards in each pile, and then perfectly interleaving these cards following a certain permutation of the $k$ piles. For $k=2$, the shuffle group $G_{2,2n}$ was determined by Diaconis, Graham and Kantor in 1983. The Shuffle Group Conjecture states that, for general $k$, the shuffle group $G_{k,kn}$ contains $\mathrm{A}_{kn}$ whenever $k\notin\{2,4\}$ and $n$ is not a power of $k$. In particular, the conjecture in the case $k=3$ was posed by Medvedoff and Morrison in 1987. The only values of $k$ for which the Shuffle Group Conjecture has been confirmed so far are powers of $2$, due to recent work of Amarra, Morgan and Praeger based on Classification of Finite Simple Groups. In this paper, we confirm the Shuffle Group Conjecture for all cases using results on $2$-transitive groups and elements of large fixed point ratio in primitive groups.
Lattinestus Eger
Creators: name: A, Magnanelli Marco
name: Coscarón, Maria Del Carmen
Publisher: name: Zenodo
Year: 2011
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Hemiptera
Cydnidae
Lattinestus

description: Genus Lattinestus Eger
Lattinestus Eger, 2008:940, 942–943. Type species: Lattinestus andersoni Eger, original designation.
amplus Eger, 2008
Lattinestus amplus Eger, 2008. Proc. Entomol. Soc. Wash. 110(4):943–945. Holotype: female (INBIO) COSTA RICA, San Jose, Ojo de Agua.
andersoni Eger, 2008
Lattinestus andersoni Eger, 2008. Proc. Entomol. Soc. Wash. 110(4):943, 945–946. Holotype: female (USNM) ECUADOR, Pichincha, NW Quito.
coleopterus Eger, 2008
Lattinestus coleopterus Eger, 2008. Proc. Entomol. Soc. Wash. 110(4):942–943, 946. Holotype: MALE (UNAM) MEXICO, Chiapas, Tenejapa.
description: Published as part of A, Magnanelli Marco & Coscarón, Maria Del Carmen, 2011, Burrower bugs described after the Cydnidae of the Western – Hemisphere catalogue 1960 (Hemiptera: Heteroptera: Cydnidae), pp. 57-63 in Zootaxa 2766 on pages 59-60, DOI: 10.5281/zenodo.201379
Chisosa caquetio Huber in Huber & Carvalho 2019
Creators: name: Huber, Bernhard A.
name: Villarreal, Osvaldo
Publisher: name: Zenodo
Year: 2020
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Arachnida
Araneae
Pholcidae
Chisosa
Chisosa caquetio

description: Chisosa caquetio Huber, 2019
Figs 172–173, 1025, 1032, 1036
Chisosa caquetio Huber in Huber & Carvalho 2019: 31, figs 105–113 (♂ ♀).
Gen.n. Geneve59 – Eberle et al. 2018 (molecular data). — Huber et al. 2018: fig. 2.
New records
VENEZUELA – Falcón • 3 ♂♂, 3 ♀♀, ZFMK (Ar 21848), and 1 ♂, 5 ♀♀ in pure ethanol, ZFMK (Ven18- 179, 247), Península de Paraguaná, Cueva del Guano (11.9000° N, 69.9479° W), 140 m a.s.l., 16 Nov. 2018 (B.A. Huber, O. Villarreal M.) • 2 ♂♂, 3 ♀♀, ZFMK (Ar 21849), and 2 ♀♀ in pure ethanol, ZFMK (Ven18-181), Península de Paraguaná, near Cueva del Guano (11.9026° N, 69.9456° W), 140 m a.s.l., 16 Nov. 2018 (B.A. Huber, O. Villarreal M.). – La Guaira • 1 ♂, 1 ♀, ZFMK (Ar 21850), and 2 ♀♀, 1 juv. in pure ethanol, ZFMK (Ven18-242), Catia La Mar (10.6092° N, 67.0064° W), 50 m a.s.l., 10 Dec. 2018 (B.A. Huber).
Distribution
Known from the Netherlands Antilles (Curaçao and Aruba) and from the Venezuelan states Falcón and La Guaira (Fig. 1036).
Natural history
In the cave Cueva del Guano, the spiders were found in dead bromeliads on the ground that had fallen into the entrance area (Anopsicus ana Huber sp. nov. was found under stones in the same place). Outside of the cave, C. caquetio shared the microhabitat (dead basal leaves of spiny ground-dwelling bromeliads) with Galapa spiniphila Huber sp. nov. and Modisimus culicinus (Simon, 1893). In Catia La Mar, the species was found in dry leaf litter among cacti on a very arid hill between airport and sea (Fig. 1032), also in close proximity to Modisimus culicinus.
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 page 47, DOI: 10.5852/ejt.2020.718.1101, http://zenodo.org/record/4069574
Minimal Strong Foliations in Skew-products of Iterated Function Systems
Creators: name: Barrientos, Pablo G.
name: Cisneros, Joel Angel
Publisher: name: arXiv
Year: 2023
Subjects: subject: Dynamical Systems (math.DS)
subject: FOS: Mathematics

description: We study locally constant skew-product maps over full shifts of finite symbols with arbitrary compact metric spaces as fiber spaces. We introduce a new criterion to determine the density of leaves of the strong unstable (and strong stable) foliation, that is, for its minimality. When the fiber space is a circle, we show that both strong foliations are minimal for an open and dense set of robust transitive skew-products. We provide examples where either one foliation is minimal or neither is minimal. Our approach involves investigating the dynamics of the associated iterated function system (IFS). We establish the asymptotic stability of the phase space of the IFS when it is a strict attractor of the system. We also show that any transitive IFS consisting of circle diffeomorphisms that preserve orientation can be approximated by a robust forward and backward minimal, expanding, and ergodic (with respect to Lebesgue) IFS. Lastly, we provide examples of smooth robust transitive IFSs where either the forward or the backward minimal fails, or both.
Ostraca from Carthago
Creators: name: Marichal, Robert
Publisher: name: NAKALA - https://nakala.fr (Huma-Num - CNRS)
publisherIdentifier: https://ror.org/04ces3204
publisherIdentifierScheme: ROR
Year: 2015

description: vue 1
description: Annotations and bibliography on "BAC" (1924), (1925).
description: Source: 4MAR_15_2.7-5-12
description: Coverage: Carthage
description: created: n. d.
Heteropogon filicornis
Creators: name: Sаkhvon, Vitаl V.
name: Lelej, Аrkаdy S.
Publisher: name: Zenodo
Year: 2018
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Diptera
Asilidae
Heteropogon
Heteropogon filicornis

description: Heteropogon filicornis (Loew, 1871)
Figs 1, 2, 43
Cyrtopogon filicornis Loew, 1871: 101, type loсality "Sarawsсhanthal" [Tajikistan].
Heteropogon filicornis: Engel 1930: 427; Lehr 1970: 72; 1988: 243.
Cyrtopogon leleji Lehr, 1998: 88, ♀, syn. nov.
Diagnosis. Bоdу lеngth 8.5–12.0 mm. Mасrоsеtае оf mуstаx mixеd blасk аnd whitе, lоngеr thаn рrоbоsсis lеngth. Oсеllаr mасrоsеtае mаinlу blасk, fеw оf thеm whitе, in lеngth lоngеr thаn thе lеngth оf sсаре аnd реdiсеl соmbinеd, соmmоnlу rеасhing tо ареx оf аntеnnа. Sсutum with dеnsе lоng blасk аnd whitе sеtае аnd mасrоsеtае. Sсutеllum with numеrоus lоng whitе арiсаl sсutеllаr mасrоsеtае аnd usuаllу with fеw lоng whitе disсаl sсutеllаr sеtае. Fеmur аnd tibiае with dеnsе lоng whitе sеtае аnd mасrоsеtае, tаrsi with whitе sеtае аnd whitе аnd blасk mасrоsеtае (Fig. 1). Tеrgitеs blасk with оnе silvеrу tоmеntоus striре аntеriоrlу in dоrsаl viеw аnd with silvеrу tоmеntоus sроt in hind hаlf in lаtеrаl viеw. Tеrminаl stеrnitе аnd tеrgitе роstеriоrlу with dеnsе lоng whitе sеtае соnсеаling hуроруgium (Fig. 2).
Specimens examined. Type material. Hоlоtуре оf Cyrtopogon leleji Lеhr – ♀, Tajikistan, Kulуаb Рrоv., Lеningrаdskiу, [38°4'14''N 69°57'54''E], 24.IV.1987, А. Lеlеj, 1♀ (IBSS). Other material. Tajikistan, Khаtlоn Рrоv., Dеrеkul, Vаkhshа Rivеr, [37º51'20''N 68º55'20''E], 21.III.1944, А. Stасkеlbеrg, sеx unidеntifiеd (sресimеn dаmаgеd) (IBSS). Turkmenistan: 5 km N Kushkа, Mоrgunоvkа, [35º18'35''N 62º17'51''E], 16.III.1982, Р. Lеhr, А. Lеlеj, 11♂, 13♀ (IBSS). Uzbekistan: Sаmаrkаnd Рrоv., Urgut, [39º23'52''N 67º13'48''E], 31.III.1959, V. Sусhеvskауа, 1♂, 1♀ (IBSS).
Distribution. Tаjikistаn, Turkmеnistаn, Uzbеkistаn (Lеhr, 1988).
Prey. Sее tаb. 1.
Remarks. Cyrtopogon leleji Lеhr, 1998 hаs thе сhаrасtеrs оf thе gеnus Heteropogon аnd in Lеhr's (1970) trеаtmеnt this sресiеs kеуs tо H. filicornis (Lоеw, 1871), whiсh оriginаllу wаs dеsсribеd in thе gеnus Cyrtopogon Lоеw, 1847.
description: Published as part of Sаkhvon, Vitаl V. & Lelej, Аrkаdy S., 2018, Review of the genus Heteropogon Loew, 1847 (Diptera: Asilidae) from Russia and Central Asia, with description of two new species, pp. 435-450 in Zootaxa 4486 (4) on pages 436-437, DOI: 10.11646/zootaxa.4486.4.2, http://zenodo.org/record/1454850
Pterocotes Ewing 1929
Creators: name: Valim, Michel P.
name: Silveira, Luís F.
Publisher: name: Zenodo
Year: 2014
Subjects: Biodiversity
Taxonomy
Animalia
Arthropoda
Insecta
Phthiraptera
Philopteridae
Pterocotes

description: Pterocotes Ewing, 1929
Pterocotes Ewing, 1929: 113, 192 (Type species: Goniodes aberrans Carriker, 1903, by original designation). This genus contains 11 species, distributed on birds of the genera Crypturellus (2), Nothocercus (6), and Tinamus (3).
description: Published as part of Valim, Michel P. & Silveira, Luís F., 2014, A new species and five new records of chewing lice (Insecta: Phthiraptera: Ischnocera) from an isolated population of the solitary tinamou Tinamus solitarius (Aves: Tinamiformes), pp. 127-142 in Zootaxa 3838 (1) on page 134, DOI: 10.11646/zootaxa.3838.1.8, http://zenodo.org/record/231211
Universal Quantitative Algebra for Fuzzy Relations and Generalised Metric Spaces
Creators: name: Mio, Matteo
name: Sarkis, Ralph
name: Vignudelli, Valeria
Publisher: name: arXiv
Year: 2023
Subjects: subject: Logic in Computer Science (cs.LO)
subject: FOS: Computer and information sciences

description: We present a generalisation of the theory of quantitative algebras of Mardare, Panangaden and Plotkin where (i) the carriers of quantitative algebras are not restricted to be metric spaces and can be arbitrary fuzzy relations or generalised metric spaces, and (ii) the interpretations of the algebraic operations are not required to be nonexpansive. Our main results include: a novel sound and complete proof system, the proof that free quantitative algebras always exist, the proof of strict monadicity of the induced Free-Forgetful adjunction, the result that all monads (on fuzzy relations) that lift finitary monads (on sets) admit a quantitative equational presentation.