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- Publications
- Influence
Fourier Transforms in the Complex Domain
Introduction Quasi-analytic functions Szasz's theorem Certain integral expansions A class of singular integral equations Entire functions of the exponential type The closure of sets of complex… Expand
Extrapolation, Interpolation, and Smoothing of Stationary Time Series, with Engineering Applications
- N. Wiener
- Computer Science, Mathematics
- 15 August 1949
Extrapolation interpolation and smoothing of stationary. extrapolation interpolation and smoothing of stationary. extrapolation interpolation and smoothing of stationary. on causal extrapolation of… Expand
The Wiener RMS (Root Mean Square) Error Criterion in Filter Design and Prediction
- N. Wiener
- Mathematics
- 1949
This chapter contains sections titled: 1 Linear Filters, 2 Minimization of RMS Error, 3 Determination of the Weighting Function, 4 Realization of Operator—Mathematical Formulation, 5 RC Filter, 6… Expand
Behavior, Purpose and Teleology
- A. Rosenblueth, N. Wiener, Julian Bigelow
- Mathematics
- Philosophy of Science
- 1 January 1943
This essay has two goals. The first is to define the behavioristic study of natural events and to classify behavior. The second is to stress the importance of the concept of purpose. Given any… Expand
Cybernetics, or control and communication in the animal and the machine, 2nd ed.
- N. Wiener
- Computer Science
- 1961
TLDR
The Role of Models in Science
- A. Rosenblueth, N. Wiener
- Mathematics
- Philosophy of Science
- 1 October 1945
physics. No substantial part of the universe is so simple that it can be grasped and controlled without abstraction. Abstraction consists in replacing the part of the universe under consideration by… Expand
Purposeful and Non-Purposeful Behavior
- A. Rosenblueth, N. Wiener
- Mathematics
- Philosophy of Science
- 1 October 1950
In a recent essay (1) Professor Taylor criticizes the criteria used by Rosenblueth, Wiener and Bigelow in 1943 (2) to distinguish purposeful from nonpurposeful behavior. He also criticizes our… Expand
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