| 搜索结果: | 9410 条记录 |
4901 Journal of New Music Research《新音乐研究杂志》(官网投稿)
SCIEAHCI外文期刊 中科分区:3区 期发文量:6 国人占比:10.53% 影响因子:0.0000
Journal of New Music Research《新音乐研究杂志》(一年5期). The Journal of New Music Research (JNMR) publishes material which increases our understanding of music and musical processes by systematic, scientific and technological means. Research published in the journal is innovative, empirically grounded and often, but not exclusively, uses quantitative methods. Articles are both musically relevant and scientifically rigorous, giving full technical details. No bounds are placed on the music or musical behaviours at issue: popular music, music of diverse cultures and the canon of western classical music are all within the Journal’s scope.
4902 Journal of Mathematics and Music《数学与音乐杂志》(官网投稿)
SCIEAHCI外文期刊 中科分区:4区 期发文量:7 国人占比:0.00% 影响因子:0.0000
Journal of Mathematics and Music《数学与音乐杂志》(一年3期). Journal of Mathematics and Music aims to advance the use of mathematical modelling and computation in music theory. The Journal focuses on mathematical approaches to musical structures and processes, including mathematical investigations into music-theoretic or compositional issues as well as mathematically motivated analyses of musical works or performances. In consideration of the deep unsolved ontological and epistemological questions concerning knowledge about music, the Journal is open to a broad array of methodologies and topics, particularly those outside of established research fields such as acoustics, sound engineering, auditory perception, linguistics etc.
4903 Theology and Science《神学与科学》(官网投稿)
SCIEAHCI外文期刊 中科分区:3区 期发文量:17 国人占比:0.00% 影响因子:0.0000
Theology and Science《神学与科学》(季刊). Membership of The Center for Theology and the Natural Sciences (CTNS) includes a subscription to Theology and Science . To become a member, please click here to view the current options.The primary editorial goal of Theology and Science is to publish critically reviewed articles that promote the creative mutual interaction between the natural sciences and theology. While the journal assumes the integrity of each domain, its primary aim is to explore this interaction in terms of the implications of the natural sciences for constructive research in philosophical and systematic theology, the philosophical and theological elements within and underlying theoretical research in the natural sciences, and the relations and interactions between theological and scientific methodologies.
4904 Studies in Conservation《保护研究》(官网投稿)
SCIEAHCI外文期刊 中科分区:3区 期发文量:8 国人占比:16.67% 影响因子:0.0000
Studies in Conservation《保护研究》(一年8期). Studies in Conservation is the premier international peer-reviewed journal for the conservation of historic and artistic works. The intended readership includes the conservation professional in the broadest sense of the term: practising conservators of all types of object, conservation, heritage and museum scientists, collection or conservation managers, teachers and students of conservation, and academic researchers in the subject areas of arts, archaeology, the built heritage, materials history, art technological research and material culture.
4905 Studia Logica《逻辑研究》(官网投稿)
SCIEAHCI外文期刊 中科分区:3区 期发文量:8 国人占比:4.17% 影响因子:0.0000
Studia Logica《逻辑研究》(双月刊). Studia Logica publishes original papers on various logical systems, which utilize methods of contemporary formal logic, such as those of algebra, model theory, proof theory and others. More specifically, the journal offers articles on topics in general logic (as defined in 1991 Mathematical Subject Classification) and on applications of logic to other branches of knowledge such as philosophy, the methodology of science or linguistics.
SCIEAHCI外文期刊 中科分区:3区 期发文量:9 国人占比:0.00% 影响因子:0.0000
IEEE Annals of the History of Computing《IEEE计算史纪事》(季刊). The IEEE Annals of the History of Computing serves as a record of vital contributions which recount, preserve, and analyze the history of computing and the impact of computing on society.
4907 The Review of Symbolic Logic《符号逻辑评论》(官网投稿)
SCIEAHCI外文期刊 中科分区:2区 期发文量:12 国人占比:2.86% 影响因子:0.0000
The Review of Symbolic Logic《符号逻辑评论》(季刊). The Review of Symbolic Logic is designed to cultivate research on the borders of logic, philosophy, and the sciences, and to support substantive interactions between these disciplines. The journal welcomes submissions in any of the following areas, broadly construed:The general study of logical systems and their semantics,including non-classical logics and algebraic logic;Philosophical logic and formal epistemology, including interactions with decision theory and game theory;The history, philosophy, and methodology of logic and mathematics, including the history of philosophy of logic and mathematics;Applications of logic to the sciences, such as computer science, cognitive science, and linguistics; and logical results addressing foundational issues in the sciences.
4908 Philosophia Mathematica《数学哲学》(Email投稿)
SCIEAHCI外文期刊 中科分区:1区 期发文量:7 国人占比:0.00% 影响因子:0.0000
Philosophia Mathematica《数学哲学》(一年3期). Philosophia Mathematica is the only journal in the world devoted specifically to philosophy of mathematics. The journal publishes peer-reviewed new work in philosophy of mathematics, the application of mathematics, and computing. In addition to main articles, sometimes grouped on a single theme, there are shorter discussion notes, letters, and book reviews. The journal is published online-only, with three issues published per year.
SCIEAHCI外文期刊 中科分区:3区 期发文量:5 国人占比:6.67% 影响因子:0.0000
Geoarchaeology-An International Journal《地质考古学国际期刊》(双月刊). Geoarchaeology is an interdisciplinary journal covering areas where archaeology and the geosciences collide. Our scope reaches beyond most journals, with a focus to understand archaeological sites, their formation, and their environment.
SCIE外文期刊 中科分区:4区 期发文量:22 国人占比:9.09% 影响因子:0.0000
Proceedings-Mathematical Sciences《印度科学院学报:数学科学》(半年刊). The Proceedings publishes original research articles in all areas of pure and applied mathematics, statistics, and mathematical aspects of computer science. A new proof of an important and classical result will also be considered. Exceptionally well-written survey articles in central and emerging areas of mathematical sciences will be considered for publication. The Proceedings does not publish confidence proceedings, but, occasionally it brings out special sections.
