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Lovegrove Mathematicals

The 'Best estimate of a probability' can be defined without using the concept of probability, and is the practical measure of chance.

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Lovegrove Mathematicals | lovegrovemathematicalservices.com Reviews
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The 'Best estimate of a probability' can be defined without using the concept of probability, and is the practical measure of chance.
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KEYWORDS
1 LovegroveMaths
2 Mathematics
3 Lovegrove Mathematics
4 Lovegrove Mathematica
5 Bayesian
6 Bayesian analysis
7 definition of likeliness
8 best-estimate
9 probability
10 ranked
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Lovegrove Mathematicals | lovegrovemathematicalservices.com Reviews

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The 'Best estimate of a probability' can be defined without using the concept of probability, and is the practical measure of chance.

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precision and accuracy

http://www.lovegrovemathematicalservices.com/precision%20and%20accuracy.html

Dedicated to making Likelinesses the entity of prime interest". Is a measure of how spread out the values are. Is a measure of how close the values are. To the correct value. The Day Of The Jackal. Improving the precision would mean having to control one's breathing; learning to squeeze the trigger rather than jerking it; holding the gun more firmly, etc. In other words, learning to be a better shot. Which of the two topmost diagrams did that come from? It is possible to carry out simulations under mathe...

2

best-estimation theorems

http://www.lovegrovemathematicalservices.com/Theorems/theorems.html

Dedicated to making Likelinesses the entity of prime interest". For proofs of all these theorems see The Fundamentals of Likelinesses. The Law of Succession. Gives the likeliness of "i" given h when the underlying set is S(N). Gives the Likeliness of g given 0. When the underlying set is S(N). Gives the likeliness of g given h when g and h are both integrams and the underlying set is S(N). The following are independent of the underlying set. For when P and h are (i,j)-symmetric.

3

Lovegrove Mathematicals

http://www.lovegrovemathematicalservices.com/default.html

Dedicated to making Likelinesses the entity of prime interest". This website is maintained by. Roger Lovegrove CMath FIMA. The full version of release B09 of Great Likelinesses is now (July 2016) available, and release B08 has accordingly been withdrawn. You can download the manual for B09 from the Publications page. The exe file can be obtained from me at the above email address; there is no charge for this. August 2016) The "Questions and Answers" page. Has been rejigged, to make it more user-friendly.

4

Miscellaneous things to do with likelinesses

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The power of likelinesses". The Perfect Cube Factory.

5

Distributions

http://www.lovegrovemathematicalservices.com/Underlying%20Sets.html

A calculated distribution is not the underlying set". Ranked and Reverse-Ranked distributions: R(N), RR(N). Unimodal distributions with fixed and vague modes: M(m,N), M(A to B,N). Bell-shaped distributions: B(m,N), B(A to B,N). Step distributions: SD(c,N),. High/Medium/Low and Ranked High/Medium/Low distributions: HML(c,d,N), RHML(c,d,N). U-shaped distributions: U(M,N), U(A to B,N). Plateau distributions: PLAT(w,A to B,N). Operations on underlying sets. Any underlying set can be modified by the following.

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