The science and technology branch
of the ENAMEC institute is dedicated to interdisciplinary research
for applications to economy, ecology, technology, and trade.
Mathematical research is executed in collaboration with the Middle East Technical University,
and other institutions. Fundamental research is also supported by the Einstein Lab.
Mathematical modelling and prototyping of processes and systems is our main expert and consultancy service
for the industrial sectors of finance and energy trading,
renewable energy systems, and environmental technology.
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with public and private research institutions throughout the ENAMEC region.
Research projects of direct practical relevance are also conducted
in close cooperation with partners from the relevant industries.
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Recent ENAMEC publications on particular topics of interest
can be obtained on request. Please contact us.
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Energy Markets
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N.S. Aydin, M. Rainer,
Valuation of power swing options;
ENAMEC Preprint 2011,
publ. in: Journal of Energy Markets (2013).
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S. Giebel, C. Majumdar, M. Rainer
Risk Management for Renewable Energies and Emissions
with Stochastic Processes and Neural Networks;
Energy Finance Conference, Trondheim (2012).
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S. Giebel, M. Rainer,
Stochastic processes adapted by neural networks with application to
climate, energy, and finance;
Appl. Math. Comput. 218, 1003-1007 (2011).
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S. Giebel, M. Rainer,
Climate models and commodity pricing with stochastic processes
adapted by neural networks exhibiting possible transitions to chaos;
3rd. Int. Conf. Problems of Cybernetics and Informatics, Baku (2010).
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Financial Markets
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S. Giebel, M. Rainer,
Neural network calibrated stochastic processes: forecasting financial assets;
Centr. Europ. J. Op. Res. 21(2), 277-293 (2013).
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S. Giebel, M. Rainer,
Forecast of stock prices by using neural networks
in comparison to log-normal estimation;
4th. Stat. Days (17.-20.06.2009) Univ. Luxembourg.
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1.7 MB |
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N.S. Aydin, M. Rainer,
Concept and mathematics of Islamic valuation and financial engineering;
8th. Int. Conf. on Islamic Economics and Finance (19.-21.12.2011) Doha.
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M. Rainer,
Derivatives pricing in incomplete markets;
23rd. EURO Conference on OR (05.-08.07.2009) Bonn.
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M. Rainer,
Financial Modeling extended to self-affine, stable processes with stationary increments;
4th. AMaMeF Conference, Alesund (2009).
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M. Rainer,
Calibration of Stochastic Models for Interest Derivatives;
Optimization 58(3), 373-388 (2009)
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M. Rainer,
Calibrated Stochastic Pricing Models: From Interest to Credit Derivatives;
AMaMeF Workshop at METU Ankara, 25.05.2008
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1.44 MB |
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Mathematical Physics
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M. Rainer,
On self-affine stable stochastic processes applied in solar physics;
IYA-2009 Int. Conference (15.-18.10.2009) Nakhchivan.
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| M. Rainer,
Causal, homogeneous, and multi-dimensional structures
of manifolds and geometries
applied in mathematical cosmology;
Habil. Thesis (Univ. Potsdam, 2000), Edition Wissenschaft, Reihe: Mathematik, Bd. 33, Tectum, Marburg (2003). |
1.33 MB |
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| M. Rainer,
Algebraic quantum theory on manifolds: a Haag-Kastler setting for quantum geometry;
Class. Quant. Grav. 17, 1935-1947 (2000). |
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Cones and causal structures on topological and differentiable manifolds;
J. Math. Phys. 40, 6589-6597 (1999); 41, 3303 (2000). |
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On the fundamental length of quantum geometry and the black hole entropy;
Gravitation & Cosmology 6, 181-184 (2000). |
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The effective sigma-model of multidimensional gravity;
J. Math. Phys. 40, 5157-5183 (1999). |
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| K. A. Bronnikov, U. Kasper, M. Rainer,
Intersecting electric and magnetic p-branes: spherically symmetric solutions;
Gen. Rel. Grav. 31, 1681-1702 (1999). |
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| P.F. Gonzalez-Diaz,, U. Kasper, M. Rainer,
2-dimensional dilatonic gravity from multidimensional Einstein gravity;
Gravitation & Cosmology 4, 209-216 (1998). |
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| U. Kasper, M. Rainer, A. Zhuk,
Integrable multicomponent perfect fluid multidimensional cosmology. II: scalar fields;
Gen. Rel. Grav. 29, 1123-1142 (1997). |
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| M. Rainer, A. Zhuk,
Tensor-multi-scalar theories from multidimensional cosmology;
Phys. Rev. D 54, 6186-6192 (1996). |
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| M. Rainer, H.-J. Schmidt
Inhomogeneous cosmological models with homogeneous inner hypersurface geometry;
Gen. Rel. Grav. 27, 1265-1293 (1995). |
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| M. Rainer,
The topology of the space of real Lie algebras up to dimension 4, with applications to homogeneous cosmological models;
Dissertation (Univ. Potsdam, 1994), Edition Wissenschaft, Reihe: Mathematik, Bd. 3, Tectum, Marburg (1995). |
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Resolution of simple singularities yielding particle symmetries in a space-time;
J. Math. Phys. 35, 646-655 (1994). |
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Projective geometry for relativistic quantum physics;
Proceedings 23rd. Annual Iranian Mathematics Conference, Bakhtaran (1992). |
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| M. Rainer,
Geometrical Relations of Lie Groups and Singularities;
DMV Jahrestagung, Sekt. 9, 206, Berlin (1992). |
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