BLOG DO ENG. ARMANDO CAVERO MIRANDA -BRASIL


MACHUPICHU MARAVILHA DO MUNDO

"Two things are infinite: the universe and human stupidity; and I'm not sure about the the universe." ALBERT EINSTEIN - “SE SEUS PROJETOS FOREM PARA UM ANO,SEMEIE O GRÂO.SE FOREM PARA DEZ ANOS,PLANTE UMA ÁRVORE.SE FOREM PARA CEM ANOS,EDUQUE O POVO.” "MATH IS POWER TO CHANGE THE WORLD AND THE KEY TO THE FUTURE" 'OBRIGADO DEUS PELA VIDA,PELA MINHA FAMILIA,PELO TRABALHO,PELO PÃO DE CADA DIA,PROTEGENOS E GUARDANOS DE TODO MAL"

domingo, 31 de março de 2013

17 - Função logaritmo - IMPA (Janeiro/2012)

New Theories Reveal the Nature of Numbers



Follow us on Facebook: http://www.Facebook.com/EmoryUniversity Follow us on Twitter: http://www.Twitter.com/EmoryUniversity Follow us on Google+: http://www.Gplus.to/Emory Emory math professor Ken Ono explains major breakthroughs in our understanding of partition numbers, the basis for adding and counting. Ono and his colleagues discovered that partition numbers behave like fractals, and they devised the first finite formula to calculate the partitions of any number. These new theories were hundreds of years in the making, and answer some famous old questions in math. To learn more,
visit: www.emory.edu/esciencecommons.

Continued Fractions - Professor John Barrow


What are continued fractions? How can they tell us what is the most irrational number? What are they good for and what unexpected properties do they possess? How did Ramanujan make good use of their odd features to make striking discoveries? We will look at how they have played a role in the study of numbers, chaos, gears and astronomical motions.

Extra lecture materials

RAMANUJAN: Letters from an Indian Clerk HISTORIA DE UN GENIO DAS MATEMATICAS DA INDIA

La extraordinaria historia de cómo en 1914 el autodidacta genio matemático Srinivasa Ramanujan fue traído de Madras al Trinity College de Cambridge, por el gran matemático puro Inglés GH Hardy, quien llamó a su relación "del episodio verdaderamente romántico de mi vida". Un documental de 1987 por el Channel 4 'Equinox' serie de ciencia. Subida de una vieja cinta VHS. The extraordinary story of how in 1914 the self-taught maths genius SRINIVASA RAMANUJAN was brought from Madras to Trinity College, Cambridge, by the great English pure mathematician GH Hardy, who called their relationship 'the one truly romantic episode of my life'. A 1987 documentary for the Channel 4 'Equinox' science series. Uploaded from an old VHS tape.

Algebra and Computation - Jaikumar Radhakrishna, Tata Institute of Fundamental Research

Algebra and Computation - Jaikumar Radhakrishna, Tata Institute of Fundamental Research from Kavli Frontiers of Science on Vimeo.

Core Science - Mathematics (lista de reprodução)

GEOMETRIA EUCLIDIANA PLANA E ESPACIAL

sexta-feira, 29 de março de 2013

Colloquium: Arthur Mehta - The life of Ramanujan

Calculo 3 ECUACIONES DIFERENCIALES Muller

Calculo 3 Muller

Elementos de Calculo Diferencial e Integral Granville

Elementos de Calculo Diferencial e Integral Granville

Louis Leithold El Calculo

Louis Leithold El Calculo Spanish 7a Ed by Jose Eduardo Barriga Rua

Matematicas Superiores (Suvorov)

Matematicas Superiores (Suvorov) by Javier Silva Sandoval

COMPARTILHO COM VOCES UM LIBRO QUE FOI PARTE DA MINHA HISTORIA DE FORMAÇÃO MATEMATICA ,ESTUDE COM ESTE LIBRO EN LIMA PERU ,FOI PARTE DA MINHA PREPARAÇÃO PREUNIVERSITARIA PARA ENGENHARIA ELETRONICA NA UNIVERSIDAD NACIONAL MAYOR DE SAN MARCOS,LO LIBROS DE LA EDITORIA MIR MARCARON UNA GENERAÇAO DE PROFESIONAIS NO PERU.

terça-feira, 19 de março de 2013

Ecuaciones de tercer y cuarto grado

REDES MATEMATICA - LA PROPORCION AUREA

Historia de las Matemáticas 4. Hacia el infinito y más allá

Marcus du Sautoy - BBC 2008 En mayo de 1831 asistimos al descubrimiento y pérdida de un genio matemático: antes de morir en un duelo combatiendo por su amante, Evariste Galois había trazado un teorema que con el tiempo despejaría los misterios de la simetría. En Alemania, George Cantor descubrió no sólo que el infinito existe, sino que llegó a demostrar que hay dos tipos de infinito. El ordenador revolucionó las matemáticas al permitir realizar cálculos a una velocidad de vértigo ayudando a los matemáticos a contemplar el caos, pero los resultados sin comprender sus procesos siguieron desconcertando a los matemáticos. Muchos sostienen que el placer de las matemáticas se encuentra en la comprensión del problema, no sólo en su correcta solución. En 1900, el matemático alemán David Hilbert enumeró los principales misterios matemáticos sin resolver, trazando así el camino que seguirían las matemáticas durante el siglo XX. 15 de estos 23 problemas ya han sido resueltos parcial o totalmente, aun se sigue trabajando en el resto.

The Memoirs and Legacy of Évariste Galois - Dr Peter Neumann


Évariste Galois was born 200 years ago and died aged 20, shot in a mysterious early-morning duel in 1832. He left contributions to the theory of equations that changed the direction of mathematics and led directly to what is now broadly described as 'modern' or 'abstract' algebra. In this lecture, designed for a general audience, Dr Peter Neumann will explain Galois' discoveries and place them in their historical context. Little knowledge of mathematics is assumed - the only prerequisite is sympathy for mathematics and its history. The transcript and downloadable versions of the lecture are available from the Gresham College website: http://www.gresham.ac.uk/lectures-and... Gresham College has been giving free public lectures since 1597. This tradition continues today with all of our five or so public lectures a week being made available for free download from our website. http://www.gresham.ac.uk

Les maths ne sont qu'une histoire de groupes" -- H. Poincaré, 1881 Étienne Ghys