Sven Erick Alm's Home Page
Photo
Facts about myself and how to reach me:
- Title: Professor
- Office Phone: +46 18 471 3183
- Telefax: +46 18 471 3201
- Office Hours: Fridays, 9-11
- Office Location: Ångström 7:4104
- Address: P.O. Box 480, S-751 06 Uppsala, Sweden
- Visiting Address: Ångströmslaboratoriet Hus 7:4104
- E-mail address:
sea@math.uu.se
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Home
- Home Address: Tegnérgatan 27A, S-752 26 Uppsala
- Home Phone: +46 18 51 39 26
Courses
Research:
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Self-avoiding walks
Random Self-Avoiding Walks on One-Dimensional Lattices
Upper Bounds for the Connective Constant of
Self-Avoiding Walks
Bounds for the Connective Constant of
the Hexagonal Lattice
Upper and Lower Bounds for the Connective Constants of
Self-Avoiding Walks on the Archimedean and Laves Lattices
First passage percolation
A Note on a Problem by Welsh in First-Passage
Percolation
Inequalities for Means of Restricted First-Passage
Times in Percolation Theory
Lower and Upper Bounds for the Time Constant of First-Passage Percolation
Scanning of Poisson processes
On the Distribution of the Scan Statistics of a
Poisson Process
On the Distribution of Scan Statistics of a
Two-Dimensional Poisson Process
Approximation and Simulation of the Distributions of Scan Statistics for
Poisson Processes in Higher Dimensions
Approximations of the distributions of scan statistics of
Poisson processes
Random graphs
A counter-intuitive correlation in a random tournament
Correlations for paths in random orientations of G(n,p)
Correlations for paths in random orientations of G(n,p) and G(n,m)
Other
Exact expectations and distributions for the random assignment problem
Monotonicity of the difference between median and mean of Gamma distributions and of a related Ramanujan sequence
On measures of average degree for lattices
Significant interactions in two-way ANOVA: example on impact on testing for normality
On monotonicity of some Binomial probabilities
Erdös number: 2.
Other interests:
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Bob Dylan
Internet Movie Database
Boule Pétanque
Sumo