√2の肩に無限に√2を乗せたらなぜ2になるのか-Why does it become 2 if √2 is infinitely placed on the shoulder of √2?

 

Principalmente no canal de "matemática e física universitária" para aprender na escola preparatória ①Cursos universitários: disciplinas científicas de nível universitário ② Curso de ensino médio: disciplinas de ciências em nível de vestibular Além de enviar vídeos de aula, também fornecemos várias informações para alunos do ensino médio e universitários relacionados a ciências.

The method of coordinates, I. M. Gelfand, E. G. Glagoleva, A. A. Kirilov-EL METODO DE COORDENADAS I. M. Gelfand, E. G. Glagoleva, A. A. Kirilov-Метод координат Гельфанд, Глаголева, Кириллов

 

Topics school geometry, The method of coordinates, I. M. Gelfand, E. G. Glagoleva, A. A. Kirilov, mathematics Collection opensource This book is about school geometry. According to Professor Israel Gelfand one of the beauties and advantages of mathematics in comparison to other fields of knowledge is that "in order to do mathematics one does not need anything other than a pen or a pencil (well sharpened) and a piece of paper." In memory of Professor ISRAEL GELFAND, a Fund was created at PCRM, called The Israel Gelfand Memorial Fund for Ethical Bio-Medicine.

DOWNLOAD : https://archive.org/details/I.M.GelfandE.G.GlagolevaA.A.Kirilov/page/n31/mode/2up

EL METODO DE COORDENADAS  I. M. Gelfand, E. G. Glagoleva, A. A. Kirilov

DOWNLOAD: https://www.academia.edu/61425434/MIR_El_M%C3%A9todo_de_Coordenadas_Gelfand_Glagolieva_Kirillov

DOWNLOAD: https://hi.br1lib.org/book/993997/be39bb

Метод координат

Гельфанд, Глаголева, Кириллов

DOWNLOAD: https://hi.br1lib.org/dl/651799/cc6829

O MÉTODO DÊ COORDENADAS - I. Gelfand, E. G/agolieva, A. Kirilov - 96 páginas. Uma introdução à Geometria Analítica, aborda coordenadas na reta, valores absolutos, coordenadas no plano, coordenadas polares, coordenadas nos espaços de três e quatro dimensões.

Israïl Moiseevich Gelfand (em russo: Израиль Моисеевич Гельфанд)

Israïl Moiseevich Gelfand (em russo: Израиль Моисеевич Гельфанд, em iídiche: ישראל געלפֿאַנד, também escrito Gel'fand; Okny, 2 de setembro de 1913 — New Brunswick, 5 de outubro de 2009) foi um matemático ucraniano de origem judaica. Contribuiu de modo substancial em diferentes ramos da matemática, entre eles a teoria de grupos, teoria da representação, álgebra linear e teoria da álgebra de Banach. Gelfand ensinou durante muitos anos na Universidade Estatal de Moscovo, na União Soviética (onde estudava com Andrei Kolmogorov) e, depois de emigrar, na Universidade de Rutgers, nos Estados Unidos. Recebeu a Ordem de Lenin e o Prêmio Wolf de Matemática de 1978. Foi eleito membro da Royal Society em 1977.

Barton Zwiebach Professor of Physics at the MIT Department of Physics. (ELECTRIC ENGINEERING Universidad Nacional de Ingenieria LIMA PERU)

Biographical Sketch

 Barton Zwiebach is presently Professor of Physics at the MIT Department of Physics. Zwiebach was born in Lima, Peru. His undergraduate work was done in Peru, where he obtained a degree in Electrical Engineering from the Universidad Nacional de Ingenieria in 1977. His graduate work was in Physics, at the California Institute of Technology. Zwiebach obtained his Ph.D. in 1983, working under the supervision of Murray Gell-Mann. He has held postdoctoral positions at the University of California, Berkeley, and at MIT, where he became an Assistant Professor of Physics in 1987, and a permanent member of the faculty in 1994. Research Interests Professor Zwiebach¹s specialties are String Theory and Theoretical Particle Physics. His central contributions have been in the area of String Field Theory, where he did the early work on the construction of open string field theory and then developed the field theory of closed strings. Zwiebach has also made important contributions to the subject of D-branes with exceptional symmetry and to the subject of tachyon condensation.

DOWNLOAD FREE WEB:https://www.academia.edu/45538901/Barton_Zwiebach_A_First_Course_in_String_Theory_Cambridge_University_Press_2009

Quantum mechanics as a framework. Defining linearity 

MASSACHUSETTS INSTITUTE OF TECHNOLOGY Quantum mechanics as a framework. Defining linearity MIT 8.04 Quantum Physics I, Spring 2016 

View the complete course: http://ocw.mit.edu/8-04S16 

Instructor: Barton Zwiebach

SPEED AND ORBITAL TIME OF THE INTERNATIONAL SPACE STATION (ISS)-Professor, or Engineer Jorge Enrique Llaury Padilla-FACULTY OF ELECTRICAL ENGINEERING-NATIONAL UNIVERSITY OF CENTRO-PERU

 

EXCELENTE EXPLICACION DE EL PROF INGENIERO JORGE LLAURY SOBRE FUERZA CENTRIPETA FUERZA CENTIFUGA GRAVEDAD LEY DE NEWTON ESTACION ORBITAL ISS

Физический факультет В. Г. ЗелевинскMinistry of Education and Science of the Russian Federation Novosibirsk State University Faculty of Physics V. G. Zelevinsky The quantum physics Volume 3 Reactions, relativism. Quantum theory of many bodies.ий Квантовая физика Том 3 Реакции, релятивизм. Квантовая теория многих тел. Квантовый хаос Учебное пособие-

 

Ministerio de Educación y Ciencia de la Federación Rusa Universidad Estatal de Novosibirsk Facultad de Física V. G. Zelevinsky la fisica cuantica Volumen 3 Reacciones, relativismo. Teoría cuántica de muchos cuerpos. caos cuántico Tutorial

LINK:https://www.mediafire.com/file/31mejflbg4fz5kk/Zelevinskiy_V_G_-_Kvantovaya_fizika_3_-_2015.pdf/file

GÉOMÉTRIE CLASSE DE MATHÉMATIQUES - C.LEBOSSÉ -1961

 

 

LINK VIEW FULL TEXT: https://www.mediafire.com/file/kenhyuvsc9wlgfl/Lebossé,+Hémery-Géométrie___Classe_de_mathématiques(1990).pdf/file

Elementary Mathematics V. V. Zaitsev, V. V. Ryzhkov, M. I. Scanavi-В. В. Зайцев, В. В. Рыжков, М. И. Сканави ЭЛЕМЕНТАРНАЯ МАТЕМАТИКА (RUSSIAN VERSION)-1974

 

Elementary Mathematics V. V. Zaitsev, V. V. Ryzhkov, M. I. Scanavi

В. В. Зайцев, В. В. Рыжков, М. И. Сканави ЭЛЕМЕНТАРНАЯ МАТЕМАТИКА 

The book is a repeated course of elementary mathematics and is designed for those who want to replenish, strengthen and systematize their knowledge. As in the first edition, the content is focused on the programs of entrance examinations to technical universities and, in particular, on the programs of preparatory departments at higher educational institutions, for whose students, we hope, the book will be useful. (The book includes Ch1 - Arithmetic, Algebra and Elementary Functions and Ch2 - Geometry. Each section includes a theoretical part and a large number of problems with solutions.) The first edition of the book was published in 1967, at the beginning of work on the second edition, Mark Ivanovich Scanavi himself died (1972) and the work was continued by his co-authors. In the list of authors of this publication: Zaitsev V.V., Ryzhkov V.V., Scanavi M.I.VI

VIEW FULL TEXT WEB:

LINK  :https://www.mediafire.com/file/o2wjak6pbp9t4wa/Elementarnaya_matematika+-Skanavi_Zaytsev_Ryzhkov.pdf/file

Differential Equations: Examples and Problems Samoilenko A.M., Krivosheya S.A., Perestyuk N.A.-Дифференциальные уравнения: примеры и задачи Самойленко А.М., Кривошея С.А., Перестюк Н.А.-

VIEW FULL BOOK  RUSSIAN VERSION :

LINK 1:http://www.mechmat.univ.kiev.ua/wp-content/uploads/2018/03/dif_rus.pdf

LINK 2: https://book4you.org/book/2623909/95c6f6