Specific features of the spinning Kerr geometry. show new path to unification of gravity with physics of elementary particles.
Supersymmetric Bag model as model of consictent with gravity regular source of the Kerr-Newman solution.
Kerr geometry, Kerr theorem, twistors and $N=2$ superstring.
Foundations of Quantum theory and unification of Guantum theory with Gravity.
Biography
First Award of Gravity Research Foundation for 2009.
Main publications:
A. Burinskii, “Weakness of gravity as illusion which hides true path to unification of gravity with particle physics,”, Intern. J. of Modern Phys. D, 26 (2017), 1743022
\doi DOI: 10.1142/S0218271817430222
A. Burinskii, “Source of the Kerr–Newman Solution as a Supersymmetric Domain-Wall Bubble: 50 years of the problem”, Physics Letters B, 754 (2016), 99–103
A. Burinskii, “Kerr–Newman solution unites gravitation with quantum theory”, UFN, 194:10 (2024), 1095–1107
2013
2.
A. Ya. Burinskii, “Stringlike structures in Kerr–Schild geometry: The $N{=}2$ string, twistors, and the Calabi–Yau twofold”, TMF, 177:2 (2013), 247–263; Theoret. and Math. Phys., 177:2 (2013), 1492–1504
A. Ya. Burinskii, “Twistor-beam excitations of black holes and prequantum Kerr–Schild geometry”, TMF, 163:3 (2010), 467–474; Theoret. and Math. Phys., 163:3 (2010), 782–787
