Opening book details…
Can I read Tensor trigonometry on EtoBox?
Tensor trigonometry by Нинул, Анатолий Сергеевич is a nonfiction available to read on EtoBox.
What is Tensor trigonometry about?
Ninul A. S. Tensor Trigonometry. Theory and Applications. – Moscow: Scientific Publisher “Mir”, 2004, 336 p., 8 ill. (in Russian). See this book, for example, in the Internet Archive page https://archive.org/details/tenzornaja-trigonometrija-by-ninul-a-s-moscow-mir-2004-336-p or in the Google books page https://books.google.ru/books?id=HGgjEAAAQBAJ . Description The main goals of the given monograph are to develop for beginning a number of geometric notions of Theory of Exact Matrices and then to work out the basic contents of Tensor Trigonometry with bivalent tensor angles formed by linear subspaces or in accordance with their rotation - as this new math subject expanded significantly the classical Plane and Pseudoplane Trigonometries with representation in tensor forms from flat to various space variants. In the first Part (Chapters 1–4), a number of problems from Theory of Exact Matrices are studied. The general inequality for all average of positive values (means) is inferred; on the basis of it, hierarchical invariants for the spectrally positive matrix are installed. All eigenprojectors and pseudoinverse matrices are expressed in explicit forms – in terms of coefficients of t
Who reads Tensor trigonometry?
It is typically read by self-directed learners exploring a subject in depth.
Common subject areas: history, science, philosophy, social sciences.
- Author
- Нинул, Анатолий Сергеевич
- Publisher
- Fizmatlit Publisher
- Published
- 2021
- Language
- RU
- ISBN
- 9795030037171
- Category
- nonfiction
Other editions & translations
More by Нинул, Анатолий Сергеевич
Browse all works by Нинул, Анатолий Сергеевич
Similar books
- Теория катастроф и ее приложения — Постон Т., Стюарт И.(Poston T., Stewart I.) (1980)
- Многосеточная технология: теория и приложения — Мартыненко, Сергей Иванович (2016)
- Функциональный анализ. Теория и приложения — Эдвардс Р.(Edwards R.E.) (1969)
- Субдифференциальное исчисление: теория и приложения — Кусраев
- Теория полугрупп и ее приложения — Вагнер В.В. (ред.)
- Реология. Теория и приложения — Эйрих Ф. (1962)