List of things named after Fibonacci 1970-01-01
List of things named after Friedrich Bessel 1970-01-01
List of things named after Georg Cantor 1970-01-01
List of things named after Gottfried Leibniz 1970-01-01
List of things named after Henri Lebesgue 1970-01-01
List of things named after Hermann Grassmann 1970-01-01
List of things named after Hermann Minkowski 1970-01-01
List of things named after Johann Lambert 1970-01-01
List of things named after Pafnuty Chebyshev 1970-01-01
List of things named after Paul Erdős 1970-01-01
List of things named after René Descartes 1970-01-01
List of things named after Richard Dedekind 1970-01-01
List of things named after Srinivasa Ramanujan 1970-01-01
List of things named after William Rowan Hamilton 1970-01-01
Plasma ashing 1970-01-01
Ned Wingreen 1970-01-01
Ned Wingreen is an American theoretical biophysicist known for his contributions to the fields of biological physics, statistical mechanics, and computational biology. He has worked on various problems related to the physical properties of biomolecules, protein folding, and the behavior of complex biological systems. Wingreen has been associated with research institutions, teaching, and publishing scientific papers throughout his career.
Heegner's lemma 1970-01-01
Heegner's lemma is a result in number theory that is primarily concerned with the representation of integers as sums of squares. It plays an important role in the theory of quadratic forms and has implications in the study of class numbers and other aspects of algebraic number theory. Specifically, Heegner's lemma provides a condition under which certain integers can be represented as sums of two squares.
Bayesian epistemology 1970-01-01
Bayesian epistemology is an approach to understanding knowledge and belief through the lens of Bayesian probability theory. It emphasizes the use of probabilistic reasoning to update beliefs in light of new evidence. This framework is rooted in Bayes' theorem, which provides a way to calculate the probability of a hypothesis given new data. Key points of Bayesian epistemology include: 1. **Probabilistic Beliefs**: Beliefs are represented as probabilities.
List of things named after John Milnor 1970-01-01
List of things named after Stefan Banach 1970-01-01