quantum gravity
2018-2019 papers
2011-2017 papers
2011-2015 history
who I am
literature I
literature II


G. Alberti Geometric Measure Theory.pdf

W.K. Allard On the first variation of area and generalized mean curvature.pdf


 R. Almeida Nonstandard analysis and differentiable manifolds-Foundations.pdf

Y. Arefeva I.V. Volovich Quantization of the Riemann Zeta-Function and Cosmology.pdf

D. Atkatz Quantum cosmology for pedestrians.pdf

J. Bell Infinitesimals and the Continuum.pdf

Henri Bergson, "Evolution créatrice/Schöpferische Entwicklung", Jena Diederichs, 1912

Thoughts about a Quantum Gravity Theory.doc

H. Bray Black Holes, Minimal Surfaces, and Differential Geometry.pdf


J.-F. Burnol Spacetime causality in the study of the Hankel transform.pdf

G. Cantor, "Ueber unendliche, lineare Punktmannigfaltigkeiten", Arbeiten zur Mengenlehre aus den Jahren 1872-1884,Teubner-archiv zur Mathematik, Herausgeber G. Asser, 1984


B. Chen Black holes, marginally trapped surfaces and quasi-minimal surfaces.pdf

C. Conti Matter X Waves.pdf


J. Dodd Minimal Surfaces.pdf

T. Dray C.A. Manogue Putting Dfferentials Back into Calculus.pdf

Ebbinghaus H.-D., Flum J., Thomas W., Mathematical Logic


A. Einstein Ueber die formale Beziehung des Riemann Kruemmungstensor zu den Feldgleichungen der Gravitation.pdf

E. Elizalde S. Lesduarte Spectral Zeta Functions for Sphereical Aharonov-Bohm Quantum Bags.pdf


H. Federer Some theorems on integral currents.pdf

C. Fefferman D. Phong Symplectic geometry and positivity of pseudo-differential operators.pdf

L.H. Ford Quantum field theory in curved spacetime.pdf

G.J. Galloway Cosmological Spacetimes with Lamba greater then zero.pdf

K.Goedel An Example of a New Type of Cosmological Solutions of Einstein´s Field Equations of Gravitation.pdf

V. Goldshtein M Tryanov On the naturality of the exterior differential.pdf

V. Guillemin et. al.Douglas solution of the Plateau problem.pdf.pdf

A. Jadczyk Geometry and shape of Minkowski s space conformal infinity.pdf


H.G. Haefeli Hyperkomplexe Differentiale.pdf

T. Haikonen Notes on Differential Forms and Spacetime.pdf

J.B. Hartle S.W. Hawking Wave function of the universe.pdf

G. Hooft Introduction to String Theory.pdf


Y. Kato The coerciveness for integro-differential quadratic forms and Korns inequality.pdf

S. Klainermann I. Rodmianski Geometric properties of solutions of the Einstein-vacuum equations.pdf


R.S. Krausshar A Characterization of conformal mappings in R(n4) by a formal differentiability condition.pdf

U. Lang Introduction to geometric measure theory.pdf

S. Massar local modes, local vacuum, Bogoljubov coefficients and the renormalized stress tensor.pdf

M.S. Naschie Time Symmetry Breaking, Duality and Cantorian Space-Time.pdf

L. Nottale Fractale Space-Time, Non-differentiable Geometry and Scala Relativity.pdf

G.W. Leibniz Theodicy.pdf

P. Lynds Zeno_s Paradoxes A Timely Solution.pdf

D. McDuff Symplectic structures a new approach to geometry.pdf

W. McLaughlin S.L. Miller An epistemological use of nonstandard analysis to answer Zeno s objections against motion.pdf

C. McMullen Riemann surfaces and the geometrization of 3-manifolds.pdf

B. Mohammed Minima Surfaces of the 3-dim Lorentz-Heissenberg Space.pdf

S. Morgan Introduction to geometric measure theory.pdf

E. Nelson IST A new approach to nonstandard theory.pdf


R. Penrose gravitational collapse and space-time singularities.pdf

R. Penrose On The Nature Of Quantum Geometry.pdf

A Robinson The metaphysics of calculus I.pdf

A. Robinson The metaphysics of calculusII.pdf

M.S. Sloth, Cosmology as a Window to Physics beyond Einstein Gravity.pdf

S. Solodukhin Horizont state, Hawking radiation and boundary Liouville model.pdf

P. Suber The Theorem of Skolem.doc

H.J. Treder Singularitäten in der Allgemeinen Relativitätstheorie.pdf

J. Tropp Infinitesimals History and Application.pdf

Veneziano A simple-short introduction to pre-big-bang physics cosmology.pdf

D.B. Westra The Haar measure on SU(2).pdf

E. Witten Duality, Spacetime and Quantum Mechanics.pdf

R. F.Werner, P. H. Wolff, "Classical mechanics as quantum mechanics with infinitesimal h"

The Time Arrow of Spacetime Geometry.pdf

Weyl H., "Die Idee der Riemannschen Fläche", Teubner Verlag, Stuttgart, 1955

A Mathematical Framework for a Quantum Gravity Theory 25082011.doc