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Tom Weidig
Tom Weidig
Government Agency
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Title
Cited by
Cited by
Year
The baby Skyrme models and their multi-skyrmions
T Weidig
Nonlinearity 12 (6), 1489, 1999
1251999
The risk profile of private equity
T Weidig, PY Mathonet
Available at SSRN 495482, 2004
120*2004
Exposed to the J-Curve: understanding and managing private equity fund investments
U Grabenwarter, T Weidig
Euromoney Books, February, 2005
552005
Simulated annealing for topological solitons
M Hale, O Schwindt, T Weidig
Physical Review E 62 (3), 4333, 2000
352000
Risk model for venture capital funds
T Weidig
Available at SSRN 365881, 2002
192002
Modelling venture capital funds
T Meyer, T Weidig
RISK-LONDON-RISK MAGAZINE LIMITED- 16 (10), 89-92, 2003
162003
Full 2D numerical study of the quantum Hall skyrme crystal
NR Walet, T Weidig
arXiv preprint cond-mat/0106157, 2001
162001
Reporting value to the private equity fund investor
A Kemmerer, T Weidig
Available at SSRN 762305, 2005
132005
Quantum mass correction of solitons in (1+ 1)-Dimensions via numerical methods
T Weidig
8
Towards a risk model for venture capital funds: Liquidity and performance forecasting
T Weidig
Available at SSRN 353562, 2002
72002
The risk profiles of private equity
PY Mathonet, T Weidig
European Investment Fund, Luxembourg, January, 2004
52004
The Risk Profile of Venture Capital Funds-of-Funds
B Born, M Wahrenburg
Eif Staff, 2004
42004
The challenge of using standard risk management in private equity
T Weidig, B Weber
Available at SSRN 881591, 2005
32005
How the tower of information leads to an integrated framework for biopsychosocial ideas
T Weidig, G Michaux
New Ideas in Psychology 36, 25-29, 2015
22015
Weidig:“Tom Exposed to the J-Curve-Understanding and Managing Private Equity Fund Investments”
U Grabenwarter
Published by Euromoney Books, London, United Kingdom, 2005
22005
Das Risikoprofil von Private Equity Investitionen
T Weidig, PY Mathonet
22004
Quantum Mass Correction of Solitons in (1+ 1) D via Numerical Methods
T Weidig
arXiv preprint hep-th/9912005, 1999
21999
Classical and quantum aspects of topological solitons:(using numerical methods)
T Weidig
Durham University, 1999
21999
The Risk Profiles of Private Equity–Private Equity is a risky asset, but private equity investments are not necessarily so
T WEIDIG, PY MATHONET
EIF paper, 0
2
Simulated annealing in solitonic systems
M Hale, O Schwindt, T Weidig
soon, 0
2
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