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An Algorithm for Calculating Smarandache's Function and Wich Using Legendre's Formula
The paper presents a calculation algorithm for the values of the function S, defined by Fl. Smarandache [6], [1], [4], [5], an algorithm that uses the writing of numbers in base ten and it is based on Legendre's formula and some theoretical results. It differs from the one presented in [8], which avoids factorization, and from the one presented in [6], which requires writing on a generalized basis. Then a characterization of a prime number is given. Finally, a numerical application is presented.The paper presents a calculation algorithm for the values of the function S, defined by Fl. Smarandache [6], [1], [4], [5], an algorithm that uses the writing of numbers in base ten and it is based on Legendre's formula and some theoretical results. It differs from the one presented in [8], which avoids factorization, and from the one presented in [6], which requires writing on a generalized basis. Then a characterization of a prime number is given. Finally, a numerical application is presented.
Introduction to Geomagnetic Fields
Using a minimum of mathematics, and without sacrificing depth of coverage, the author clearly presents the geomagnetic source fields. Copyright © Libri GmbH. All rights reserved.
Introduction to Computational Chemistry
Introduction to Computational Chemistry 3rd Edition provides a comprehensive account of the fundamental principles underlying different computational methods. Fully revised and updated throughout to reflect important method developments and improvements since publication of the previous edition, this timely update includes the following significant revisions and new topics: Polarizable force fields Tight-binding DFT More extensive DFT functionals, excited states and time dependent molecular properties Accelerated Molecular Dynamics methods Tensor decomposition methods Cluster analysis Reduced scaling and reduced prefactor methods Additional information is available at: www.wiley.com/go/jensen/computationalchemistry3
Mathematical Physics (As per UGC CBCS)
"Mathematical Physics (CBCS)" is as per the latest prescribed CBCS Syllabus. It focuses on Vector Spaces, Matrix Algebra, Differential & Integral Calculus, Integral Transforms, Infinite Series and Complex Variables. Chapter-end Exercises have been added keeping in mind the CBCS examination format and are divided into Multiple Choice Questions (MCQ), Very Short Answer Type (VSA), Short Answer Type (SA) and Long Answer Type Questions (LA). The book is designed in a very systematic and lucid way that makes this book an ideal choice for undergraduate students.
Dictionary of Mathematics
General literature -- Reference.
Atlas for Computing Mathematical Functions
This comprehensive reference, which integrates analysis, algorithms and computer implementation, provides more than 150 special functions of the applied sciences with over 700 graphics of functions which can be created using the included CD-ROM.
Proceedings of the London Mathematical Society
"Papers presented to J. E. Littlewood on his 80th birthday" issued as 3d ser., v. 14 A, 1965.
