29,337 research outputs found
Belisana zhengi Yao, Pham & Li 2015
<i>Belisana zhengi</i> Yao, Pham & Li, 2015 <p>Figs 8, 10E–F</p> <p> <i>Belisana zhengi</i> Yao <i>et al.</i> 2015: 11, figs 32A–D, 33A–E, 34A–C. Yao <i>et al.</i> 2018: 260.</p> <p> <b>Type material examined.</b> <b>Holotype:</b> Male (IZCAS-Ar29617), shrub-land (21°30.364’N, 105°33.489’E, elevation 440 m), Tam Dao National Park, <b>Vinh Phuc</b>, <b>Vietnam</b>, 27 July 2008, Guo Zheng, Dinh Sac Pham, and Shuqiang Li leg. <b>Paratypes:</b> 4 males (IZCAS-Ar29618–29621), same data as holotype.</p> <p> <b>Other material examined.</b> 1 male (IZCAS-Ar33065), rubber plantation (21°54.498’N, 101°16.326’E, elevation 586 ± 9 m), Xishuangbanna Tropical Botanical Garden, Menglun Nature Reserve, Menglun Town, Mengla County, Xishuangbanna, <b>Yunnan</b>, <b>China</b>, 19–26 April 2007, Guo Zheng leg. 12 males (SYNU-Ar00318–00329) and 6 females (SYNU-Ar00330–00335), Mandianzhaizi (22°7.492’N, 100°40.638’E, elevation 724 m), Nabanhe Nature Reserve, Xishuangbanna, <b>Yunnan</b>, <b>China</b>, 17 August 2012, Guo Zheng, Xue Li, and Wenyue Zhu leg. 21 males (SYNU-Ar00336–00356), Xishuangbanna Tropical Botanical Garden ((21°54.472’N, 101°16.345’E, elevation 636 m), Menglun Town, Mengla County, Xishuangbanna, <b>Yunnan</b>, <b>China</b>, 2 August 2012, Guo Zheng, Xue Li, and Wenyue Zhu leg.</p> <p> <b>Diagnosis and description of male.</b> See Yao <i>et al.</i> (2015).</p> <p> <b>Female</b> (SYNU-Ar00330): Similar to male, habitus as in Figs 8C–D. Total length 1.57 (1.68 with clypeus), prosoma 0.56 long, 0.50 wide, opisthosoma 1.01 long, 0.73 wide; tibia I: 2.63; tibia I L/d: 47. Eye interdistances and diameters: PME-PME 0.13, PME 0.07, PME-ALE 0.01, AME absent. Sternum width/length: 0.59/0.41. Epigyne (Figs 8A, 10E) simple and flat, with four spine-shaped apophyses (lateral two forked) and pair of postero-lateral pockets 0.25 apart (ep in Figs 8B, 10F). Vulva (Figs 8B, 10F) with relatively straight anterior arch and pair of long, laterally strongly widened pore plates.</p> <p> <b>Variation:</b> Tibia I in the other four female specimens (SYNU-Ar00331–00334) (leg I missing in the other female specimen SYNU-Ar00335): 2.13, 2.15, 2.31, 2.35.</p> <p> <b>Natural history.</b> The species was collected in rubber plantation by canopy fogging.</p> <p> <b>Distribution.</b> China (Yunnan, Fig. 1), Vietnam (Vinh Phuc, type locality; see Yao <i>et al.</i> 2015: 82, fig. 61).</p> <p> <b>Remarks.</b> We have examined the type material and other material of <i>B. zhengi</i> from IZCAS. The specimens from the collection of SYNU are assigned to <i>B. zhengi</i>, because their male morphological characters are consistent with Yao <i>et al.</i> ’s (2015) diagnosis and description, e.g., procursus with long, flat, dark prolatero-subdistal apophysis and leaf-shaped retrolatero-subdistal membranous flap, male chelicerae without proximo-lateral apophysis.</p>Published as part of <i>Zhao, Fangyu, Yang, Lan, Li, Shuqiang, Zheng, Guo & Yao, Zhiyuan, 2023, A further study on the Belisana spiders (Araneae: Pholcidae) from Xishuangbanna, Yunnan, China, pp. 543-558 in Zootaxa 5351 (5)</i> on pages 554-555, DOI: 10.11646/zootaxa.5351.5.3, <a href="http://zenodo.org/record/8392232">http://zenodo.org/record/8392232</a>
Cyclicity of the Limit Periodic Sets for a Singularly Perturbed Leslie-Gower Predator-Prey Model with Prey Harvesting
In this paper, we study the Leslie–Gower predator–prey model with Michaelis–Menten type
prey harvesting. Our main focus is on the cyclicity of diverse limit periodic sets, including a
generic contact point, canard slow–fast cycles, transitory canards, slow–fast cycles with two
canard mechanisms, singular slow–fast cycle, etc. We develop new techniques for finding the
maximum number of limit cycles produced by slow–fast cycles containing both the generic
and degenerate contact point away from the origin (such slow–fast cycles are the transitory
canards and cycles with two canard mechanisms). It can be applied not only to the Leslie–
Gower predator–prey model, but more general systems as well. The main tool is geometric
singular perturbation theory including cylindrical blow-up and the notion of slow divergence
integral. We also study dynamics near the origin using non-standard techniques (constructing
generalized normal sectors). The uniqueness and stability of a relaxation oscillation is shown
using the notion of entry–exit function. Some interesting dynamical phenomena, such as
relaxation oscillation and canard explosion, are simulated to illustrate the theoretical results.Acknowledgements
The author Jinhui Yao thanks Prof. Guihua Li for her many helpful comments on this
work, and thanks Gang Guo for his simulations in Sect. 6. The author Jinhui Yao would also like to thank Prof.
Jicai Huang for his constructive comments
Impacts of fixed orthodontic appliance and clear-aligner on daily performance in adult patients with moderate need for treatment [Retraction]
Lin F, Yao L, Bhikoo C, Guo J. Impacts of fixed orthodontic appliance and clear-aligner on daily performance in adult patients with moderate need for treatment. Patient Preference and Adherence. 2016;10:1639–1645.The corresponding author Dr Jing Guo, was not aware that his/her name had been used and did not give permission for the paper to be published. In addition, there were serious errors in the statistical tests used. This retraction relates to this paper 
Nan Song guan yao
Ben shu shi yi ben quan mian xi tong jie shao nan Song guan yao ji qi yan jiu cheng guo de tao ci zhuan zhu. Yi li shi wei mai luo, dui nan Song guan yao de wen hua yuan yuan ji zhi ci gong yi zuo quan mian xi tong de chan shu he tan ta
FIGURE 3. Pholcus duan Yao & Li in Ten new species of the spider genus Pholcus Walckenaer, 1805 (Araneae, Pholcidae) from Southeast Asia
FIGURE 3. Pholcus duan Yao & Li sp. nov., holotype male. A–B. Pedipalp (A. Prolateral view; B. Retrolateral view, arrow points at dorsal apophysis on femur proximally); C–D. Distal part of procursus (C. Prolateral view; D. Retrolateral view). a = appendix, b = bulb, e = embolus, pr = procursus, u = uncus. Scale bars: 0.20 (A–B), 0.05 (C–D).Published as part of Dong, Tingting, Zheng, Guo, Yao, Zhiyuan & Li, Shuqiang, 2017, Ten new species of the spider genus Pholcus Walckenaer, 1805 (Araneae, Pholcidae) from Southeast Asia, pp. 339-369 in Zootaxa 4306 (3) on page 344, DOI: 10.11646/zootaxa.4306.3.3, http://zenodo.org/record/84496
Zhonghua Renmin Gongheguo guo jia ji gou
Ben shu zhu yao dui wo guo xian fa gui ding de guo jia ji gou she zhi, xing zhi, zhi ze fan wei ji li shi yan ge deng ge fang mian zuo le chan sh
- …
