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Max Born (German: [ˈmaks ˈbɔʁn] ⓘ ... Born and Minkowski got along well, and their work made good progress, but Minkowski died suddenly of appendicitis on 12 ...
Max Born delivered the obituary on behalf of the mathematics students at Göttingen. [17] David Hilbert's obituary of Minkowski illustrates the deep friendship between the two mathematicians: Since my student years, Minkowski was my best, most dependable friend who supported me with all the depth and loyalty that was so characteristic of him.
In the context of Born rigidity, Max Born (1909) subsequently coined the term "hyperbolic motion" (German: Hyperbelbewegung) for the case of constant magnitude of four-acceleration, then provided a detailed description for charged particles in hyperbolic motion, and introduced the corresponding "hyperbolically accelerated reference system ...
Max Born (1920) drew Minkowski diagrams by placing the ct′-axis almost perpendicular to the x-axis, as well as the ct-axis to the x′-axis, in order to demonstrate length contraction and time dilation in the symmetric case of two rods and two clocks moving in opposite direction. [19]
In relativistic physics, the Born coordinate chart is a coordinate chart for (part of) Minkowski spacetime, the flat spacetime of special relativity. It is often used to analyze the physical experience of observers who ride on a ring or disk rigidly rotating at relativistic speeds , so called Langevin observers .
Max von Laue (1911, 1913) elaborated on Langevin's explanation. Using Hermann Minkowski's spacetime formalism, Laue went on to demonstrate that the world lines of the inertially moving bodies maximize the proper time elapsed between two events.
Born coordinates, for another important coordinate system adapted to the motion of certain accelerated observers in Minkowski spacetime. Congruence (general relativity) Ehrenfest paradox, for a sometimes controversial subject often studied using Born coordinates. Frame fields in general relativity; General relativity resources; Milne model
In physics, Born reciprocity, also called reciprocal relativity or Born–Green reciprocity, is a principle set up by theoretical physicist Max Born that calls for a duality-symmetry among space and momentum. Born and his co-workers expanded his principle to a framework that is also known as reciprocity theory. [1] [2]