Mar 23, 2021 · We demonstrate (as our main contribution) how to construct Euclidean, Galilean, and Poincaré models of Borisov's axiom system over every non-Archimedean field.
This is a repository copy of Groups of worldview transformations implied by Einstein's special principle of relativity over arbitrary ordered fields. White ...
We also demonstrate the existence of an infinite descending chain of models and transformation groups in each of these three cases, something that is not ...
Apr 7, 2021 · We also demonstrate the existence of an infinite descending chain of models and transformation groups in each of these three cases, something ...
Oct 22, 2024 · We also demonstrate the existence of an infinite descending chain of models and transformation groups in each of these three cases, something ...
; GROUPS OF WORLDVIEW TRANSFORMATIONS IMPLIED BY EINSTEIN'S SPECIAL PRINCIPLE OF RELATIVITY OVER ARBITRARY ORDERED FIELDS. ; MADARÁSZ, JUDIT X. ; STANNETT ...
, Groups of worldview transformations implied by Einstein's special principle of relativity over arbitrary ordered fields, 2019, submitted. [OHDG06] B. Odom ...
Groups of Worldview Transformations Implied by Einstein's Special Principle of Relativity over Arbitrary Ordered Fields The Review of Symbolic Logic online ...
GROUPS OF WORLDVIEW TRANSFORMATIONS IMPLIED BY EINSTEIN'S SPECIAL PRINCIPLE OF RELATIVITY OVER ARBITRARY ORDERED FIELDS. Part of. Linear algebraic groups and ...
Jul 28, 2020 · We show how to construct a model M_{G} of kinematics for which the set W of worldview transformations between inertial observers satisfies W=G.
Missing: Einstein's Arbitrary