This edition includes a select bibliography, a synopsis of each book, a glossary of terms, a glossary and index of names, and a general index. "Reeve's new translation of Republic is the one to order for students. . . . Reeve draws on his thorough understanding of Plato's central work to provide an informed translation and properly brief supporting apparatus. A highlight is the concise, substantive Introduction that usefully encapsulates much of Reeve's own scholarship." —P.W. Wakefield, in CHOICE
This edition includes a select bibliography, a synopsis of each book, a glossary of terms, a glossary and index of names, and a general index. "Reeve's new translation of Republic is the one to order for students. . .
Plato's works on love—Symposium, Phaedrus, Lysis, and Alciabiades in their entirety, with relevant selections from Republic and Laws—with an introductory essay by C. D. C. Reeve.
Plato's works on love—Symposium, Phaedrus, Lysis, and Alciabiades in their entirety, with relevant selections from Republic and Laws—with an introductory essay by C. D. C. Reeve.
Nama adalah identitas penting yang akan menyertai seseorang sampai kapan pun. Bahkan, ada anggapan bahwa nama adalah doa, sehingga tidak mustahil nama akan membentuk karakter tersendiri bagi pemiliknya. Karenanya, sudah selayaknyalah pemberian nama tidak asal saja. Sebanyak 1.972 nama tercantum dalam buku ini. Ada sedikit perbedaan dalam model penulisan dan pelafalan dalam buku ini dari buku-buku sejenis. Dalam buku ini dicontohkan cara memberikan penamaan yang diserap dari bahasa Arab dengan model pelafalan orang-orang Arab sendiri atau lidah-lidah orang lain. Hingga terkadang nama-nama itu terdengar unik dan mungkin bagi sebagian orang akan terkesan menarik. Selain itu, di buku ini juga dijelaskan cara membuat sedikit rekayasa pengucapan yang asal katanya dari bahasa Arab. Buku Persembahan dari penerbit KawanPustaka dapat memberikan rekomendasi nama yang baik dan indah untuk buah hati anda. #SuperEbookDesember
... Hanief, Hanef. Nama ajaran Nabi Ibrahim, yang lurus berpegang kepada
agama Islam о Hants (c^jL?-) , Hareth. Penjaga, pemelihara Hasan ( jCS- ).
Sangat bagus, menjadikan sesuatu baik о s s Hasan (ij~¿>-). Bagus, kelakuan
yang baik Hasanain ( ) . Dua hal yang baik Hasib ( ó- ) j Haseb, Hasieb. Keluarga
baik-baik, yang 88.
The visit of Gerald Sacks to the National University of Singapore in 1981 provided an opportunity to organize a short conference in Mathematical Logic. We were fortunate to receive encouragement and material support for this venture from several sources. Specific acknowledgements are made below. Sponsorship of the conference by the Association for Symbolic Logic was received and gave added inspiration. A final word in this connexion concerns the debt we owe to invited speakers who were able to provide for travel expenses from their own resources. Their presence at the conference would not have been possible otherwise. The publication of these Proceedings came about through an initiative of North Holland. The progress in producing the volume has been somewhat fitful, and we appreciate their forbearance and understanding. The items herein, with some exceptions, are written versions of invited talks given at the conference. Abstracts of contributed papers have appeared in the Journal of Symbolic Logic. The two workshops: in Recursion Theory by Mark Tamthai and Model Theory by Chris Ash, which were held in conjunction with the conference, are not recorded. We were fortunate to receive editorial assistance from John Bell during his visit to NUS. A great debt is owed to Mimi Bell and Madam Lam for producing the splendid typescript for the volume.
Introduction Throughout the history of Mathematics, there has been an interest in
finding algorithms to solve problems or perform computations. Simple examples
of algorithms are long division and the sieve of Eratosthenes for determining
whether or not a number is a prime. A famous example of the search for an
algorithm is Hilbert's Tenth Problem which was to find an algorithm which would
indicate whether or not a diophantine equation with integral coefficients has a
solution in the ...
The roots of the project which culminates with the writing of this book can be traced to the work on logic synthesis started in 1979 at the IBM Watson Research Center and at University of California, Berkeley. During the preliminary phases of these projects, the impor tance of logic minimization for the synthesis of area and performance effective circuits clearly emerged. In 1980, Richard Newton stirred our interest by pointing out new heuristic algorithms for two-level logic minimization and the potential for improving upon existing approaches. In the summer of 1981, the authors organized and participated in a seminar on logic manipulation at IBM Research. One of the goals of the seminar was to study the literature on logic minimization and to look at heuristic algorithms from a fundamental and comparative point of view. The fruits of this investigation were surprisingly abundant: it was apparent from an initial implementation of recursive logic minimiza tion (ESPRESSO-I) that, if we merged our new results into a two-level minimization program, an important step forward in automatic logic synthesis could result. ESPRESSO-II was born and an APL implemen tation was created in the summer of 1982. The results of preliminary tests on a fairly large set of industrial examples were good enough to justify the publication of our algorithms. It is hoped that the strength and speed of our minimizer warrant its Italian name, which denotes both express delivery and a specially-brewed black coffee.
The proof (omitted) follows from the fact that each cube of F must be orthogonal to
all the cubes of F. This translates directly into the statement that each row of M is
a column cover of M. 3.6 Simplify We now illustrate the use of the unate recursive
paradigm to construct a heuristic minimization algorithm, SIMPLIFY. Even though
this is not one of the algorithms of ESPRESSO-II, we discuss it for illustrative
purposes, and also because it has proven to be an extremely valuable algorithm
in ...
