744 citations · 7.1k across the 128 of their papers we have counts for
129 papers
A Constructive Real Projective Plane
Mark Mandelkern
The classical theory of plane projective geometry is examined constructively, using both synthetic and analytic methods. The topics include Desargues's Theorem, harmonic conjugates…
Convexity and Osculation in Normed Spaces
Mark Mandelkern
Constructive properties of uniform convexity, strict convexity, near convexity, and metric convexity in real normed linear spaces are considered. Examples show that certain classic…
Constructive Coordinatization of Desarguesian Planes
Mark Mandelkern
A classical theory of Desarguesian geometry, originating with D. Hilbert in his 1899 treatise, Grundlagen der Geometrie, leads from axioms to the construction of a division ring fr…
Constructive projective extension of an incidence plane
Mark Mandelkern
A standard procedure in classical projective geometry, using pencils of lines to extend an incidence plane to a projective plane, is examined from a constructive viewpoint. Brouwer…
Constructive Harmonic Conjugates
Mark Mandelkern
In the study of the real projective plane, harmonic conjugates have an essential role, with applications to projectivities, involutions, and polarity. The construction of a harmoni…
Measurement of the differential decay branching fraction as a function of and study of form factor parameterizations
J. P. Lees
Based on a sample of 500 million events recorded by the BaBar detector at c.m. energies of close to 10.6 GeV, we report on a study of the decay $D^0 \to π^- e^…