Albert Einstein

[CrackSmokeRepublican]

Tensor Calculus created by Goyim - published by Jews. Note that Einstein got his tensor math wrong.

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Early history

The word tensor was introduced in 1846 by William Rowan Hamilton[1] to describe the norm operation in a certain type of algebraic system (eventually known as a Clifford algebra). The word was used in its current meaning by Woldemar Voigt in 1898.[2]

Tensor calculus was developed around 1890 by Gregorio Ricci-Curbastro under the title absolute differential calculus, and originally presented by Ricci in 1892 (in volume XVI of the Bulletin des Sciences Mathématiques). It was made accessible to many mathematicians by the publication of Ricci and Tullio Levi-Civita's 1900 classic text Méthodes de calcul différentiel absolu et leurs applications (Methods of absolute differential calculus and their applications) (Ricci & Levi-Civita 1900) (in French; translations followed). In the 20th century, the subject came to be known as tensor analysis, and achieved broader acceptance with the introduction of Einstein's theory of general relativity, around 1915.

General relativity is formulated completely in the language of tensors. Einstein had learned about them, with great difficulty, from the geometer Marcel Grossmann.[3] Levi-Civita then initiated a correspondence with Einstein to correct mistakes Einstein had made in his use of tensor analysis. The correspondence lasted 1915–17, and was characterized by mutual respect, with Einstein at one point writing:

    I admire the elegance of your method of computation; it must be nice to ride through these fields upon the horse of true mathematics while the like of us have to make our way laboriously on foot.

    – Einstein, to Levi-Civita on tensor analysis

Tensors were also found to be useful in other fields such as continuum mechanics. Some well-known examples of tensors in differential geometry are quadratic forms, such as metric tensors, and the curvature tensor. The exterior algebra of Hermann Grassmann is itself a tensor theory, and highly geometric, but it was some time before it was seen, with the theory of differential forms, as naturally unified with tensor calculus. The work of Élie Cartan made differential forms one of the basic kinds of tensor fields used in mathematics.

http://en.wikipedia.org/wiki/Tensor

[scorpio]

by Ian Mosley

...Albert Einstein is today revered as "the Father of Modern Science". His wrinkled face and wild hair has become a symbol for scientific genius and "his" famous E = mc^2 equation is repeatedly used as the symbol for something scientific and intellectual. And yet there has for years been mounting evidence that this "Father of Modern Science" was nothing but a con man, lying about his ideas and achievements, and stealing the work and the research of others.

Excellent article!
This is a very old zio-talmudic trick:
Steal work from others and make it your own.
Peddle blatant BS  and be touted as a 'genius'

[Jenny Lake]

I just recently finished reading Ronald Clark's biogr. of "Einstein: His Life and Times", a minor endurance test on how many expositions of A.E.'s "saintly" and "humble" and "childlike" nature I could be exposed to without throwing up. A few times there, I almost didn't make it. But Clark in his 'fairness' was revealing to an extent, he just ran out of adjectives for the 'other' Einstein.

The most fascinating fact of the book to me was to learn of his initial 'bonding' with Leo Szilard in 1921. Left out of a "meeting" that occurred in Prague is an explicit naming of a young scientist who approached Einstein after a lecture, recounted by a witness in a very odd way. Einstein, who had previously lived in Prague and received his Zionist indoctrination there, had returned to give a special lecture, after which he was approached by this young scientist and told of nuclear chain reaction --that it was not only possible, but the young man had a machine to demonstrate it-- in 1921! Not long after, Einstein & wife joined Chaim Weizmann on his US fundraising tour. When he returned to Europe, A.E. went back to Prague and 'taught' a select physics course to a handful of gifted grad students, among them, Szilard, who was remembered for having a very special relationship with A.E. and noted for his unique 'drive' and 'convictions' about the potential of splitting the atom.

Common history, of course, puts these two in league to pressure the US into the Manhattan Project in 1939--uncommon history might seal this deal in 1921. 1921 makes a lot of sense. It colors the activities of the Weizmann/Einstein visit in innumerable ways, and challenges a look at U.S. infrastructure to support a Manhattan Project beginning in the 1920s. The plans laid down in the mid-20s for utility 'power' in both US and Canada fit this application. In your discernment of future reads on Albert Einstein, consider his actions in light of a man who knew the coming reality of nuclear weapons from 1921 onwards.