- Das Institut fr Theoretische Physik ldt ein zum Symposium "Complex Ground States
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- Energy size e#ects of twodimensional Ising spin glasses I. A. Campbell, 1 Alexander K. Hartmann, 2 and Helmut G. Katzgraber 3
- What do we learn from correlations of local and global network properties? Magnus Jungsbluth, Bernd Burghardt and Alexander K. Hartmann
- Statistische Mechanik ungeordneter Systeme, SoSe 2005 Timo Aspelmeier, Alexander K. Hartmann, Universitat Gottingen
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- How to evaluate groundstate landscapes of spin glasses thermodynamical correctly Alexander K. Hartmann
- Alexander K. Hartmann 16. Januar 1999
- VOLUME 86, NUMBER 14 P HY S I CA L R E V I E W L E T T E R S 2 APRIL 2001 Spin Domains Generate Hierarchical Ground State Structure in J 5 61 Spin Glasses
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- 12 Sequence Alignments Alexander K. Hartmann
- The number of guards needed by a museum: a phase transition in vertex covering of random graphs
- AK Hartmann, Thermodynamik und Statistische Physik 103 Auf Koexistenzkurve p(T): 1(T, p(T)) -2(T, p(T)) = 0
- Large-Scale, Low-Energy Excitations in the Two-Dimensional Ising Spin Glass A. K. Hartmann 1, 2, and A. P. Young 2, y
- No spin-glass transition in the \mobile-bond" model A. K. Hartmann
- Dynamics of the WangLandau algorithm and complexity of rare events for the threedimensional bimodal Ising spin glass
- Groundstate landscape of 2d \SigmaJ Ising spin glasses Alexander K. Hartmann
- A new method for analyzing groundstate landscapes: ballistic search Alexander K. Hartmann
- Ordered phase in the two-dimensional randomly coupled ferromagnet A.K. Hartmann
- Dependence of RNA secondary structure on the energy model Bernd Burghardt # and Alexander K. Hartmann +
- 722 CHEMPHYSCHEM 2002, 3, 719 722 Optimization Algorithms in
- AK Hartmann, Thermodynamik und Statistische Physik 6 Def.: Gleichgewichtszustande = Zustande eines einfachen Systems, so dass U, V und die
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- condmat/0405363 Propagation of Ripples in Monte Carlo Models
- Ground state structure of diluted antiferromagnets and random field systems Alexander K. Hartmann
- Critical exponents of four-dimensional random-eld Ising systems Alexander K. Hartmann
- Evidence for nontrivial ground state structure of 3d \SigmaJ spin glasses Alexander K. Hartmann
- Probing tails of energy distributions using importancesampling in the disorder with a guiding function
- Cluster--Exact Approximation of Spin Glass Groundstates Alexander K. Hartmann \Lambda
- Calculation of ground states of fourdimensional \SigmaJ Ising spin glasses Alexander K. Hartmann
- Numerical analysis of the quantum dots on o#normal incidence ion sputtered surfaces Emmanuel O. Yewande, # Reiner Kree, + and Alexander K. Hartmann #
- Scaling of stiffness energy for 3d \SigmaJ Ising spin glasses Alexander K. Hartmann
- Statistische Mechanik ungeordneter Systeme, SoSe 2005 Timo Aspelmeier, Alexander K. Hartmann, Universitat Gottingen
- AK Hartmann, Thermodynamik und Statistische Physik 95 Bsp. fur mikroskopische Observable
- Morphological regions and oblique incidence dot formation in a model of surface Emmanuel O. Yewande, # Reiner Kree, + and Alexander K. Hartmann #
- Influence of Collision Cascade Statistics on Pattern Formation of IonSputtered M. Feix, A. K. Hartmann, # and R. Kree +
- Fractal dimension of domain walls in twodimensional Ising spin glasses O. Melchert 1 and A. K. Hartmann 2
- Generating droplets in twodimensional Ising spin glasses by using matching A. K. Hartmann
- Generating hard and solvable satis ability problems: A statistical mechanics approach W. Barthel, 1 A.K. Hartmann, 2 M. Leone, 3, 4 F. Ricci-Tersenghi, 4, 5 M. Weigt, 1 and R. Zecchina 4, 6
- Energy fluctuations in spin glasses Helmut G. Katzgraber, 1 Mathias Korner, 1 Frauke Liers, 2 Michael Junger, 2 and A. K. Hartmann 3
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- Direct sampling of complex landscapes at low temperatures: the three-dimensional J Ising spin glass
- Description of noble gas diffusion in a polymer matrix by a hopping model Alexander K. Hartmann, Dieter W. Heermann
- DomainWall Energies and Magnetization of the TwoDimensional RandomBond Ising Model
- Ground-state clusters of two, three and four-dimensional J Ising spin glasses
- Ferromagnetic-spin glass transition in four-dimensional random-bond Ising model Alexander K. Hartmann
- Conformal Invariance in TwoDimensional Ising Spin Glasses C. Amoruso, 1 A. K. Hartmann, 2 M. B. Hastings, 3 and M. A. Moore 1
- Lower Critical Dimension of Ising Spin Glasses A. K. Hartmann and A. P. Young y
- EUROPHYSICS LETTERS 7 July 1998 Europhys. Lett., 29 (6), pp. 11 (1995)
- Exact Determination of all Ground States of Random Field Systems in Polynomial Time
- Hierarchical BOA, Cluster Exact Approximation, and Ising Spin Glasses
- Minimal vertex covers on nite-connectivity random graphs { a hard-sphere lattice-gas picture
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- Reduction of TwoDimensional Dilute Ising Spin Glasses Stefan Boettcher 1, # and Alexander K. Hartmann 2, +
- GroundState and DomainWall Energies in the SpinGlass Region of the 2D J RandomBond Ising Model
- AK Hartmann, Thermodynamik und Statistische Physik 106 Hinweis: Musterlosungen zu Computeraufgaben aus dem Statistik Teil nun bei studip verfugbar.
- Statistische Mechanik ungeordneter Systeme, SoSe 2005 Timo Aspelmeier, Alexander K. Hartmann, Universitat Gottingen
- Sampling rare events: Statistics of local sequence alignments Alexander K. Hartmann*
- Alexander K. Hartmann 16. Januar 1999
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- Searching for Ground States of Ising Spin Glasses with Hierarchical BOA and Cluster
- Accurate Statistics for Local Sequence Alignment with PositionDependent Scoring by RareEvent Sampling
- Analysis of the statistical behavior of genetic clusterexact approximation Alexander K. Hartmann
- Speci c-Heat Exponent of Random-Field Systems via Ground-State Calculations A.K. Hartmann and A.P. Young y
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- Clustering analysis of the groundstate structure of the vertexcover problem Wolfgang Barthel and Alexander K. Hartmann
- Statistische Mechanik ungeordneter Systeme, SoSe 2005 Timo Aspelmeier, Alexander K. Hartmann, Universitat Gottingen
- Local Sequence Alignments Statistics: Deviations from Gumbel Statistics in the RareEvent Tail
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- Lowtemperature behavior of twodimensional Gaussian Ising spin glasses Jerome Houdayer
- Stress Relaxation of Near-Critical Gels Kurt Broderix , Timo Aspelmeier, Alexander K. Hartmann and Annette Zippelius
- AK Hartmann, Thermodynamik und Statistische Physik 10 Allg. Bezeichnung: pi = U
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- Ground state of the Bethe-lattice spin glass and running time of an exact optimization algorithm
- Statistical Mechanics of the vertexcover problem Alexander K. Hartmann and Martin Weigt
- Statistische Mechanik ungeordneter Systeme, SoSe 2005 Timo Aspelmeier, Alexander K. Hartmann, Universitat Gottingen
- Groundstate behavior of the 3d \SigmaJ randombond Ising model Alexander K. Hartmann
- AK Hartmann, Thermodynamik und Statistische Physik 64 Phasenraumgeschwindigkeit
- Determining Energy Barriers by Iterated Optimization: The TwoDimensional Ising C. Amoruso and A. K. Hartmann
- arXiv:condmat/0012451 Correct extrapolation of overlap distribution in spin glasses
- RNA secondary structure design Bernd Burghardt # and Alexander K. Hartmann +
- Depinning of elastic manifolds Alberto Rosso, Alexander K. Hartmann , Werner Krauth y
- Statistical Mechanics of Disordered Systems, SoSe 2005 Timo Aspelmeier, Alexander K. Hartmann, Universitat Gottingen
- AK Hartmann, Thermodynamik und Statistische Physik 79 Wahrscheinlichkeitsdichte fur Wert in
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- On large deviation properties of Erdos-R enyi random graphs
- International Journal of Modern Physics C c World Scienti c Publishing Company
- Exakte Berechnung von Grundzust anden verd unnter Antiferromagnete
- Corrections to Scaling are Large for Droplets in Two-Dimensional Spin Glasses A. K. Hartmann
- EUROPHYSICS LETTERS 7 July 1998 Europhys. Lett., 29 (6), pp. 11 (1995)
- The typical-case computational complexity of a vertex-covering algorithm on nite-connectivity random graphs
- INAUGURALDISSERTATION Erlangung der Doktorw urde
- Simulation fehlertoleranter Systeme mittels Importance Sampling
- Randomfield systems, spin glasses and vertex covers: on the relation of statistical
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- The sti ness exponent of two-dimensional Ising spin glasses for non-periodic boundary conditions using aspect-ratio scaling
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- Dr. T. Aspelmeier Sommersemester 2005 PD Dr. A. Hartmann Statistische Mechanik ungeordneter Systeme
- A practical guide to computer simulations Alexander K. Hartmann
- Phase transition and finitesize scaling in the vertexcover problem
- Solving satis ability problems by uctuations: The dynamics of stochastic local search Wolfgang Barthel, Alexander K. Hartmann, and Martin Weigt
- Long-time effects in a simulation model of sputter erosion Alexander K. Hartmann* and Reiner Kree
- Progress of Theoretical Physics Supplement No. 157, 2005 59 Overcoming System-Size Limitations in Spin Glasses
- In der Arbeitsgruppe Computerorientierte Theoretische Physik des Instituts fr Physik der Fakultt V Mathematik und Naturwissenschaften ist zum
- AK Hartmann, Thermodynamik und Statistische Physik 28 B2 A: Annahme A
- AK Hartmann, Thermodynamik und Statistische Physik 36 Zur Erinnerung
- AK Hartmann, Thermodynamik und Statistische Physik 91 Ziel: Simulation im kanonischen Ensemble, also
- AK Hartmann, Thermodynamik und Statistische Physik 99 13.2 Quantengase
- Dr. T. Aspelmeier Sommersemester 2005 PD Dr. A. Hartmann Statistische Mechanik ungeordneter Systeme
- Statistische Mechanik ungeordneter Systeme, Timo Aspelmeier, Alexander K. Hartmann, Universitat Gottingen
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- Computergestutztes wissenschaftliches Rechnen Alexander K. Hartmann, Universitat Gottingen
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- A practical guide to computer simulation II Alexander K. Hartmann, University of Gottingen
- Universality in Three Dimensional RandomField Systems A. K. Hartmann \Lambda and U. Nowak y
- Calculation of partition functions by measuring component distributions A. K. Hartmann
- Statistical mechanics perspective on the phase transition in vertex covering of nite-connectivity random graphs
- Europhysics Letters PREPRINT Glassy behavior induced by geometrical frustration in a
