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Material on the theory of probability / statistics
Advise, please material on the theory of probability / statistics. The main criterion is the accessibility of the presentation - for a complete humanist (.
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Gmurman VE Probability theory and mathematical statistics
Very, very clearly written.
Here is another small extract from MATI (2005). Probably useful.
If you need maximum accessibility for the humanities, I advise you to first look at the textbook for students in grades 7-9: Probability Theory and Statistics. Tyurin Yu.N., Makarov A.A., Vysotsky I.R., Yashchenko I.V. 2nd ed., revised. - M.: MTSNMO, Moscow textbooks, 2008. - 256 p. The book is sold on Ozone ( link ), but it can be easily found on the Internet and downloaded. Everything is explained there at the most elementary level. So that even children can understand. Without advanced mathematics.
The next step is the book Tyurin Yu. N., Makarov A. A., Simonova G. I. “Probability Theory. A textbook for economic and humanitarian specialties ”- also available on Ozone ( link ). This is a small textbook for humanities students.
And then you can already read Gmurman, etc. And this will already be more understandable. But you still need to know some mathematics for reading - set theory, limits, series, integrals, etc.
If you need statistics for practical purposes, in order to really calculate something, and not just for passing an exam, you can read the book “Data Analysis on a Computer”. I edited the 3rd edition and it is available online ( link ). And the 4th edition is sold in Ozone, where examples are given on SPSS ( link ).
Goryainov V.B., Pavlov I.V., Tsvetkova G.M. "Math statistics". Series "Mathematics at the Technical University", publishing house of the Moscow State Technical University. N.E. Bauman. You can first read the book "Theory of Probability" from the same series.
Came to suggest both already proposed textbooks)) Describe in more detail the purpose, because the above are exactly the textbooks on TV and MS for the respective students and for them it is really clear and simple. For me, Kolmogorov is somehow simpler, although at any moment he can do something that still does not cause understanding for everyone.
slpdmn is right. Personally, I can offer: Sevastyanov B.A., Course of Probability Theory and Mathematical Statistics (from Moscow State University). Rumor has it that a good book: Chernova N.I., Probability Theories (from NSU).
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