Author pages are created from data sourced from our academic publisher partnerships and public sources.
- Publications
- Influence
Share This Author
An invariant form for the prior probability in estimation problems
- H. Jeffreys
- Mathematics, Medicine
- Proceedings of the Royal Society of London…
- 24 September 1946
It is shown that a certain differential form depending on the values of the parameters in a law of chance is invariant for all transformations of the parameters when the law is differentiable with… Expand
Logical Foundations of Probability
- H. Jeffreys
- Philosophy
- Nature
- 27 September 1952
Logical Foundations of ProbabilityBy Rudolf Carnap. Pp. xvii + 607. (London: Routledge and Kegan Paul, Ltd., 1951.) 42s. net.
Some Tests of Significance, Treated by the Theory of Probability
- H. Jeffreys
- Mathematics
- 1 April 1935
Methods of Mathematical Physics
- H. Jeffreys, B. Swirles, P. Morse
- Mathematics, Engineering
- 1 July 1947
1. The real variable 2. Scalars and vectors 3. Tensors 4. Matrices 5. Multiple integrals 6. Potential theory 7. Operational methods 8. Physical applications of the operational method 9. Numerical… Expand
On the Formation of Water Waves by Wind
- H. Jeffreys
- Physics
- 2 February 1925
It is well known that in certain circumstances a type of instability may arise at the surface of separation of two fluids when there is a finite difference between the velocities on the two sides of… Expand
Tidal Friction
- H. Jeffreys
- Nature
- 1973
IT seems worth while to compare various estimates of the secular accelerations of the Moon's mean motion (\[ndot]) and the Earth's rate of rotation (\[omegadot]), and also of the dissipation (dE/dt)… Expand
The Logic of Modern Physics
- H. Jeffreys
- Nature
THE author of the latest discussion of the foundations of physics, Prof. P. W. Bridgman, of Harvard University, is a highly distinguished experimenter in a branch of physics with a peculiarly… Expand
Theory of probability
- H. Jeffreys, R. Lindsay
- Mathematics, Philosophy
- 1 November 1896
1. Fundamental notions 2. Direct probabilities 3. Estimation problems 4. Approximate methods and simplifications 5. Significance tests: one new parameter 6. Significance tests: various complications… Expand
...
1
2
3
4
5
...