Unsolved Problems in Special and General Relativity by Florentin Smarandache (PDF)

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    Ebook Info

    • Published:
    • Number of pages:
    • Format: PDF
    • File Size: 3.56 MB
    • Authors: Florentin Smarandache

    Description

    This book includes 21 papers written by 23 authors and co-authors. All papers included herein are produced by scholars from People’s Republic of China, except two papers written by Prof. L. Sapogin, V. A. Dzhanibekov, Yu. A. Ryabov from Russia, and by Prof. Florentin Smarandache from USA. The editors hope that all these papers will contribute to the advance of scholarly research on several aspects of Special and General Relativity. This book is suitable for students and scholars interested in studies on physics. The first paper is written by Hua Di. He writes that Einstein’s general theory of relativity cannot explain the perihelion motion of Mercury. Einstein’s explanation, based on wrong integral calculus and arbitrary approximations, is a complete failure.

    User’s Reviews

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

    ⭐Over the past century or so, no one seems to have checked Einstein’s math (can’t hardly blame them). Hua Di does so, and finds two outright mistakes – the second one seems deliberate. Einstein claimed that his Relativity equations yields the proper correction to the perihelion of Mercury problem, and this was therefore the proof of his theory; He knew the numerical answer to the problem, 43 arcsecs, Hua Di shows that correcting the integral equation (Einstein’s first mistake) would have yielded 71 arcsecs. Not knowing that, Einstein could have deliberately ignored the second error – an approximation – which would give another 40 arcsec offset, totaling a wrong answer, 110 arcsecs, by using relativity. (It was a few years later that the whole problem (of Mercury’s perihelion advance) was solved using non-relativistic calculations, once it was recognized that the Sun was an oblate spheriod, not a sphere.)

    ⭐These articles mostly appear to be polemics against SR and GR. I was unable to follow, partly because the formulas are not formatted.

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