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Analytic Hyperbolic Geometry And Albert Einstein's Special Theory Of Relativity (Hardcover, Second Edition)
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Analytic Hyperbolic Geometry And Albert Einstein's Special Theory Of Relativity (Hardcover, Second Edition)
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This book presents a powerful way to study Einstein's special
theory of relativity and its underlying hyperbolic geometry in
which analogies with classical results form the right tool. The
premise of analogy as a study strategy is to make the unfamiliar
familiar. Accordingly, this book introduces the notion of vectors
into analytic hyperbolic geometry, where they are called
gyrovectors. Gyrovectors turn out to be equivalence classes that
add according to the gyroparallelogram law just as vectors are
equivalence classes that add according to the parallelogram law. In
the gyrolanguage of this book, accordingly, one prefixes a gyro to
a classical term to mean the analogous term in hyperbolic geometry.
As an example, the relativistic gyrotrigonometry of Einstein's
special relativity is developed and employed to the study of the
stellar aberration phenomenon in astronomy.Furthermore, the book
presents, for the first time, the relativistic center of mass of an
isolated system of noninteracting particles that coincided at some
initial time t = 0. It turns out that the invariant mass of the
relativistic center of mass of an expanding system (like galaxies)
exceeds the sum of the masses of its constituent particles. This
excess of mass suggests a viable mechanism for the formation of
dark matter in the universe, which has not been detected but is
needed to gravitationally 'glue' each galaxy in the universe. The
discovery of the relativistic center of mass in this book thus
demonstrates once again the usefulness of the study of Einstein's
special theory of relativity in terms of its underlying hyperbolic
geometry.
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