Alois Heinz
Alois P. Heinz,
a German mathematician, computer scientist and professor of CS at Heilbronn University.
He received a diplom degree in CS from RWTH Aachen in 1984,
a Ph.D. in mathematics, and habilitaion in CS from University of Freiburg in 1990 and 1994 respectively.
His reaearch includes machine learning, neural networks and neural trees as descendants of decision trees [2], also applied to evaluation of a alpha-beta search as generalization of lazy evaluation [3] [4].
Selected Publications
1990 ...
- Alois Heinz (1990). Analyse der Grenzen und Möglichkeiten schneller Tableauoptimierung. Ph.D. thesis, University of Freiburg, advisor Thomas Ottmann (German)
- Alois Heinz (1990). Finding Two-Tree-Factor Elements of Tableau-Defined Monoids in Time O(n³). ICCI 1990 [8]
- Alois Heinz, Christoph Hense (1993). Bootstrap learning of α-β-evaluation functions. ICCI 1993, pdf
- Alois Heinz (1994). Efficient Neural Net α-β-Evaluators. ICANN ’94, citeseerx
- Alois Heinz (1994). Fast bounded smooth regression with lazy neural trees. ICNN 1994
- Alois Heinz (1995). Pipelined Neural Tree Learning by Error Forward-Propagation. ICNN 1995
- Alois Heinz, Christoph Hense (1995). Tools for Neural Trees. University of Freiburg, Technical Report No. 68
2000 ...
- Alois Heinz (2000). Tree-Structured Neural Networks: Efficient Evaluation of Higher-Order Derivatives and Integrals. IJCNN 2000
- Alois Heinz (2003). Yes, Trees May Have Neurons. Computer Science in Perspective 2003
External Links
- Alois Heinz | LinkedIn
- The Mathematics Genealogy Project - Alois Heinz
- Prof. Dr. Alois Heinz - Hochschule Heilbronn (German)
References
- ↑ Alois Heinz | LinkedIn
- ↑ Alois Heinz (2003). Yes, Trees May Have Neurons. Computer Science in Perspective 2003
- ↑ Re: Evaluation by neural network ? by Jay Scott, CCC, November 10, 1997
- ↑ Alois Heinz (1994). Efficient Neural Net α-β-Evaluators. ICANN ’94, citeseerx
- ↑ dblp: Alois P. Heinz
- ↑ University of Freiburg, Department of Computer Science - Technical Reports
- ↑ Online papers by Jay Scott
- ↑ Monoid from Wikipedia