Tensors and Their Applications by Nazrul Islam (PDF)

    16

     

    Ebook Info

    • Published: 2006
    • Number of pages:
    • Format: PDF
    • File Size: 2.11 MB
    • Authors: Nazrul Islam

    Description

    User’s Reviews

    Reviews from Amazon users which were colected at the time this book was published on the website:

    ⭐I am working my way through this highly practical and detailed book on tensors.It is styled in quite an (some would say) old- fashioned way, with short descriptors followed by numerous worked examples and exercises, with full solutions given.I am finding it an excellent way to learn how to deal with tensors.The only slight (and it is slight) criticism I have is that the English could do with a little editing here and there.But, all-in-all, a great book, presented in a way that I would teach this subject, were I given the opportunity.

    ⭐I have started reading the book. The style is a bit terse and axiomatic. I didn’t find it very helpful from point of view of a beginner. Though, I agree good number of advanced topics are covered. Good for preparing for exams.

    ⭐It’s a well written book on tensors ,to get a good introduction on tensors.

    ⭐Problem with this book is its content.

    ⭐This book had some different from tensor calculus by narosa publication, it is also explaining some concepts via the elementary way! publisher of this book is new age international, printed paper of this book has quality to compare other book!,This book explains some application oriented problems and theorems!

    Keywords

    Free Download Tensors and Their Applications in PDF format
    Tensors and Their Applications PDF Free Download
    Download Tensors and Their Applications 2006 PDF Free
    Tensors and Their Applications 2006 PDF Free Download
    Download Tensors and Their Applications PDF
    Free Download Ebook Tensors and Their Applications

    Previous articleCatalan’s Conjecture (Universitext) 2009th Edition by René Schoof (PDF)
    Next articleGeometrical Properties of Vectors and Covectors: An Introductory Survey of Differentiable Manifolds, Tensors and Forms by Joaquim Maria Domingos (PDF)