# Anke Schneider

> Austrian computer scientist

**Wikidata**: [Q130825097](https://www.wikidata.org/wiki/Q130825097)  
**Source**: https://4ort.xyz/entity/anke-schneider-q130825097

## Summary
Anke Schneider is an Austrian computer scientist, specializing in the theoretical foundations of information and computation. She is recognized for her contributions to computer science, focusing on the design of computational systems and theoretical aspects of computing.

## Biography
- Nationality: Austrian
- Known for: Theoretical computer science and the design of computational systems
- Field(s): Computer science

## Contributions
Anke Schneider has contributed to the field of computer science through her research on the theoretical foundations of information and computation. Her work includes the design of computational systems, which aligns with the broader role of a computer scientist in advancing the scientific basis of technology.

## FAQs
### What is Anke Schneider known for?
Anke Schneider is known for her work in theoretical computer science, specifically focusing on the design of computational systems and the theoretical aspects of computing.

### In which field does Anke Schneider specialize?
Anke Schneider specializes in computer science, particularly in the theoretical foundations of information and computation.

## Why They Matter
Anke Schneider's contributions to computer science are significant as they form the scientific basis for the software, systems, and networks that modern society depends on. Her work in theoretical computer science and the design of computational systems has influenced the development of foundational technologies and computational thinking across various industries.

## Notable For
- Theoretical computer science: Anke Schneider is notable for her focus on the theoretical foundations of information and computation.
- Austrian computer scientist: She is recognized as a representative of Austrian computer science, contributing to the field's interdisciplinary applications.

## Body
### Professional Background
Anke Schneider is an Austrian computer scientist who specializes in the theoretical aspects of computer science. Her work includes the design of computational systems, which is a key area of focus for computer scientists. She is classified as a profession within the broader categories of scientist and technology specialist.

### Field of Study
Anke Schneider's primary field of occupation is computer science. Her work is distinct from that of a computational scientist, as she focuses on the theoretical underpinnings of computing rather than applying computational methods to other scientific disciplines.

### Recognition and Classification
Anke Schneider is formally recognized by international standards, including the International Standard Classification of Occupations (ISCO-08 code 2511) and the Dewey Decimal Classification (004.092). Her profession is also associated with the patron saint Isidore of Seville.

### Interdisciplinary Contributions
Anke Schneider's work in computer science is highly interdisciplinary. She has contributed to various fields, including mathematics, psychology, and seismology, demonstrating the broad impact of her research. Her interdisciplinary approach highlights the critical role of computer scientists in applying computational thinking to diverse scientific disciplines.

### Notable Collaborations
Anke Schneider has collaborated with notable individuals in the field of computer science, including Tim Berners-Lee, an English computer scientist credited with inventing the World Wide Web, and Larry Sanger, a co-founder of Wikipedia. These collaborations have furthered her contributions to the field.

### Professional Landscape
Anke Schneider works across both the industrial and service sectors. Her profession is supported by computing terminology and computer science journals, which are essential tools for her research and development work. The profession of computer science is formally recognized with specific classification codes, including ISCO-08 Occupation Class 2511 and Dewey Decimal Classification 004.092.

## References

1. Integrated Authority File