Yuchen Qin
نویسندگان
چکیده
Abstract “My favorite thing about my lab group is the positive and harmonious environment … The most exciting research finding an unusual phenomenon …” Find out more Yuchen Qin in his Introducing Profile.
منابع مشابه
Qin Zhang Research Statement
• Practical impact. My research should also be appreciated by people outside the theory community. Two kinds of research topics are of particular interest: (1) problems that are motivated by practical applications (in particular, database research) for which the solutions can be directly applied, e.g., algorithms for processing massive data; (2) theoretical studies that can serve as benchmarks ...
متن کاملThe Pharmacodynamic Study of Qin Bing Eye Drop on Photokeratoconjunctivitis
Background: Qin Bing eye drop is prepared with cortex fraxini and borneol. It has been commonly used to relieve the symptoms of photokeratoconjunctivitis (PKC), chronic conjunctivitis and keratitis for more than forty years. However, the origins of cortex fraxini are various, which may result in the unstable quality. Methods: The animal model of PKC was established using rabbit’s eyes exposure ...
متن کاملThe oncogene qin codes for a transcriptional repressor.
The retroviral oncogene qin codes for a protein that belongs to the winged helix family of transcriptional regulators. The Qin protein is localized in the nucleus and binds to the same DNA consensus sequence as rat brain factor 1 (BF-1). Cellular Qin shows greater affinity to DNA than does viral Qin. Alone or fused to the DNA-binding domain of the yeast GAL4 protein, both Qin proteins act as tr...
متن کاملtyped by Charles Qin June 2006 1 How Mathematicians Study
(ii) idRn ∈ G, recall idRnT = T = T idRn for any T ∈ G (iii) If T ∈ G, then T is bijective and T−1 ∈ G Proof. (i) and (ii) are fairly easy exercises. For (iii), we have that T ∈ G is surjective by definition, so only need to check one to one. For x,y ∈ R, Tx = Ty =⇒ 0 = ‖Tx−Ty‖ = ‖x−y‖ =⇒ x = y. So T is bijective, and T−1 is surjective. T−1 is an isometry since for x,y ∈ R, ‖T−1x− T−1y‖ = ‖TT−1...
متن کاملTwo new species of Membranacea Qin & Zhang from China (Hemiptera, Cicadellidae, Typhlocybinae, Empoascini)
Two new species of the empoascine leafhopper genus Membranacea Qin & Zhang are reported from China: Membranacea hubeiensis Yu & Yang, sp. n. and Membranacea stenoprocessa Yu & Yang, sp. n.. A key to distinguish all species of the genus is provided.
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ژورنال
عنوان ژورنال: Angewandte Chemie
سال: 2022
ISSN: ['1521-3773', '1433-7851', '0570-0833']
DOI: https://doi.org/10.1002/ange.202201958