I would like to find a book about the Distribution of Prime Numbers and the Riemann's Zeta Function.
I know about the "classical" books:
1) Titchmarsh's "The Theory of the Riemann Zeta-Function"
2) Ingham's "The Distribution of Prime Numbers"
3) Ivic's "The Riemann...
Next year I will start an undergraduate course on algebraic topology.
Which book would you suggest as a good introduction to this matter ?
My first options are the following:
1.- "A First Course in Algebraic Topology" by Czes Kosniowski
2.- "Algebraic Topology: An...
I am fighting with the following problem:
In a shooting competition, a team is composed by 2 shooters, who must shoot alternately.
They have probabilities p1 and p2 to hit the target, being p1>p2.
In order to be classified, a team must shoot 3 times and hit the target at...
I keep on reading Rohatgi's book "An introduction to Probability and Statistics".
Just now I am working in the following problem:
We have n cells numbered 1 to n and n balls numbered 1 to n.
We place at random the n balls in the n cells, with no cell receiving more than one ball...
I keep on reading Rohatgi's book "An introduction to Probability and Statistics" and I have worked out the following problem:
"An urn contains r red marbles and g green marbles. A marble is drawn at random and its color noted. Then the marble drawn, together with c > 0 marbles of...
Once more, I need your help.
The following is a problem that appears in Rohatgi's "An introduction to Probability and Statistics":
"Each of n urns contains four white and six black balls, while another urn contains five white and five black balls. An urn is chosen at random...
I am reading the book "An introduction to Probability and Statistics", by V.K.Rohatgi and A.K. Ehsanes. I recommend it very much.
I am trying to solve on of the problems but I have all tried, and I am not able to find the proper solution.
The book gives the solution, but even...