SLC7 家族成员和同源物的结构、功能和药理学。

Jean-Marc Jeckelmann, Jonas Zaugg, Veronika Morozova, Jennifer Müller, Satish Kantipudi, Mariana Schroeder, Julien Graff, Christiane Albrecht, Karl-Heinz Altmann, Jürg Gertsch, Dimitrios Fotiadis
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引用次数: 0

摘要

氨基酸是所有活细胞的基本成分,是蛋白质的组成部分,是能量来源,也是代谢物和信号分子的前体。氨基酸转运蛋白是一种膜蛋白,它介导氨基酸在质膜上、细胞间、不同细胞和器官之间的转移。特定氨基酸转运体的缺失、过度表达或功能障碍与人类疾病有关。瑞士国家研究能力中心(NCCR) trancure的一个项目是针对SLC7家族氨基酸转运蛋白,特别关注异聚氨基酸转运蛋白4F2hc-LAT1 (SLC3A2-SLC7A5)和4F2hc-LAT2 (SLC3A2-SLC7A8),以及细菌同源物AdiC。该项目涉及特定SLC7家族氨基酸转运蛋白的基础研究(功能和结构)、药理学(强效抑制剂和激活剂的鉴定)、临床前医学(如胎盘中的生理作用)和疾病模型(如肿瘤进展)等问题。本文介绍、总结和讨论了NCCR TransCure项目取得的主要成果。
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Structure, Function and Pharmacology of SLC7 Family Members and Homologues.

Amino acids are essential components of all living cells serving as building blocks of proteins, as energy source, and as precursors of metabolites and signaling molecules. Amino acid transporters are membrane proteins that mediate the transfer of amino acids across the plasma membrane, and between compartments in cells, different cells and organs. The absence, overexpression or malfunction of specific amino acid transporters have been associated with human disease. One of the projects within the Swiss National Centre of Competence in Research (NCCR) TransCure was directed at SLC7 family amino acid transporters, with a particular focus on the heteromeric amino acid transporters 4F2hc-LAT1 (SLC3A2-SLC7A5) and 4F2hc-LAT2 (SLC3A2-SLC7A8), and the bacterial homologue AdiC. The project addressed questions of basic research (function and structure), pharmacology (identification of potent inhibitors and activators), and pre-clinical medicine (e.g., physiological role in the placenta) and disease models (e.g., tumor progression) of specific SLC7 family amino acid transporters. This review presents, summarizes and discusses selected main results obtained in this NCCR TransCure project.

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来源期刊
CiteScore
1.30
自引率
0.00%
发文量
68
审稿时长
24 months
期刊介绍: The Canadian Mathematical Bulletin was established in 1958 to publish original, high-quality research papers in all branches of mathematics and to accommodate the growing demand for shorter research papers. The Bulletin is a companion publication to the Canadian Journal of Mathematics that publishes longer papers. New research papers are published continuously online and collated into print issues four times each year. To be submitted to the Bulletin, papers should be at most 18 pages long and may be written in English or in French. Longer papers should be submitted to the Canadian Journal of Mathematics. Fondé en 1958, le Bulletin canadien de mathématiques (BCM) publie des articles d’avant-garde et de grande qualité dans toutes les branches des mathématiques, de même que pour répondre à la demande croissante d’articles scientifiques plus brefs. Le BCM se veut une publication complémentaire au Journal canadien de mathématiques, qui publie de longs articles. En ligne, il propose constamment de nouveaux articles de recherche, puis les réunit dans des numéros imprimés quatre fois par année. Les textes présentés au BCM doivent compter au plus 18 pages et être rédigés en anglais ou en français. C’est le Journal canadien de mathématiques qui reçoit les articles plus longs.
期刊最新文献
EISENSTEIN CONGRUENCES AMONG EULER SYSTEMS Norms on complex matrices induced by random vectors II: extension of weakly unitarily invariant norms Bregman Distance Regularization for Nonsmooth and Nonconvex Optimization SOME RESULTS ON VARIOUS TYPES OF COMPACTNESS OF WEAK* DUNFORD-PETTIS OPERATORS ON BANACH LATTICES BCM volume 66 issue 4 Cover and Front matter
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