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News. 17 Dec 2020. . ... Historically spacetime algebra drove much of the early interest in geometric algebra, and this importance was recently celebrated in a new edition of David Hestenes’ … Continued. .

byandA new calculus, based upon the multivector derivative, is developed for Lagrangian mechanics and field theory, providing streamlined and rigorous derivations of the Euler-Lagrange equations. ... byandWe present a new treatment of 2-spinors and

6 Jun 2024: Comments on: A new home for Geometric Algebra http://geometry.mrao.cam.ac.uk/2015/02/a-new-home-for-geometric-algebra-2/ Cambridge University Geometric Algebra Research Thu, 06 Jun

A new home for Geometric Algebra..

byandA new method for modelling spherically symmetric inhomogeneities is applied to the formation of clusters in an expanding Universe. ... byandA new method is proposed for modelling spherically symmetric inhomogeneities in the Universe.

byandA new gauge-theory description of gravity is presented, employing gauge fields in a flat background spacetime.

Historically spacetime algebra drove much of the early interest in geometric algebra, and this importance was recently celebrated in a new edition of David Hestenes’ … Continued. . ... byThis year I am giving a new course on Geometric Algebra as

byandA method of incorporating the results of Grassmann calculus within the framework of geometric algebra is presented, and shown to lead to a new concept, the multivector Lagrangian.

New approach to quantum field theory for arbitrary observers in electromagnetic backgrounds..

Historically spacetime algebra drove much of the early interest in geometric algebra, and this importance was recently celebrated in a new edition of David Hestenes’ book of the same name, first