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Scientia is the term that early modern philosophers applied to a certain kind of demonstrative knowledge, the kind whose starting points were appropriate first principles. In pre-modern philosophy, too, scientia was the name for demonstrative knowledge from first principles. But pre-modern and early modern conceptions differ systematically from one another. This book offers a variety of glimpses of this difference by exploring the works of individual philosophers as well as philosophical movements and groupings of the period. Some of the figures are transitional, falling neatly on neither side of the allegiances usually marked by the scholastic/modern distinction. Among the philosophers whose views on scientia are surveyed are Hobbes, Descartes, Spinoza, Gassendi, Locke, and Jungius. The contributors are among the best-known and most influential historians of early modern philosophy.
Scientia Magna international book series are published in one or two volumes per year with more than 100 pages and over 1,000 copies.
Scientia Magna is a peer-reviewed, open access journal that publishes original research articles in all areas of mathematics and mathematical sciences. However, papers related to Smarandache’s problems are highly preferred.
Scientia Magna is a peer-reviewed, open access journal that publishes original research articles in all areas of mathematics and mathematical sciences. However, papers related to Smarandache’s problems will be highly preferred.
Proceedings of the Fourth International Conference on Number Theory and Smarandache Problems.
Papers on two problems related to the Smarandache function, the additive k-power complements, the generalization of sequence of numbers with alternate common differences, an equation related to the Smarandache function and its positive integer solutions, the pseudo Smarandache square-free function, and other similar topics. Contributors: W. Zhang, Y. Guo, W. Xiong, S. Yilmaz, M. Turgut, A. A. Majumdar, B. Ahmad, J. Zhang, P. Zhang, N. Dung, and many others.
Papers on the mean value of the Smarandache LCM function, Pseudo-Smarandache-Squarefree function, the irrational root sieve sequence, assessment method for weight of experts at interval judgment, miscellaneous remark on problems involving Mersenne primes, a successive linear programming algorithm for SDP relaxation of binary quadratic programming, and other similar topics. Contributors: X. Pan, B. Liu, H. Liu, A. R. Gilani, B. N. Waphare, N. T. Quang, P. D. Tuan, S. Hussain, B. Ahmad, A. Jing , F. Liang, J. Wang, and many others.
Papers on Smarandache isotopy of second Smarandache Bol loops, dual quaternions and matrices of dual quaternions, generalized Weyl's theorem for Class A operators, a result about Young's inequality and several applications, minimal translation lightlike hypersurfaces, inequalities between the sides and angles of an acute triangle, and similar topics. Contributors: M. A. Gungor, M. Sarduvan, J. Tian, W. He, G. Ilango, R. Marudhachalam, R. Poovazhaki, V. Swaminathan, M. Mohamadhasani, M. Haveshki, A. N. Murugan, A. Nagarajan, S. Harmaitree, U. Leerawat, and others.
Hélie Salomon’s Scientia artis musice (1274), is a practical manual devoted to basic concepts, psalmody, vocal pedagogy, the musical hand in singing, clefs as indicators of the tone (mode) to which a piece belongs, and practical instruction in the singing of four-voice parallel organum. Joseph Dyer presents the first, much-needed, modern edition of Salomon’s treatise, accompanied by a full English translation, comprehensive introduction and commentary. This edition corrects errors in the 1784 edition of Martin Gerbert, includes the music of chants omitted by Gerbert from the tonary, and makes available reproductions in colour of the eight illustrations in the treatise.