# Computing the mechanical statistics

**February 13, 2015.** There are three basic statistics of physics considered here: classical, bosons and fermions. We calculate discrete cases and default information, by Python 2.7.3. Then we find the well-known formulas assuming the distribution of individual particles are equally probable, and the most probable is the most commonly implemented.

# Recursions in the quantum statistics

**February 1, 2015.** This is the math review of development in series of the three physical distributions, including the information: classic thermodynamic gas, bosons and fermions. The central place of the research is the development of the functions in Taylor’s series. The main calculations are about the corresponding recursive equations. It is considered only the continuous probability distribution.

# Information - The Maxwell, Bose and Fermi statistics

**January 20, 2015.** We are looking for Shannon’ information of the three main energy distributions, classical Maxwell-Boltzmann and the two quantum, Bose-Einstein and Fermi-Dirac. This is the continuation of the article Statistics.

# Statistics - Distributions and information of Plank’s law

**January 13, 2015.** This is a brief overview of some important results in statistics, math probability and distributions in physics. It is the reminder for the Binomial distribution and its boundary cases the Poisson and Gaussian distribution, and also to the geometric distributions. But the most important result is the information of the Planck’s radiation.

# Bosons the integer spin particles

**January 7, 2015.** Boson is a subatomic particle, such as a photon, that has zero or integral spin and follows the Bose-Einstein’s statistic. The gauges bosons are kind of particles-connections on each end of a line are fermions.

# Fermions the half-integer spin particles

**January 3, 2015.** Fermion is a subatomic particle that has half-integer spin. We considered the Fermi-Dirac statistics, which is valid for this type of particles. Then are discussed the anti-commutativity, and the Pauli matrices.

# The General Science Journal

The original and continued purpose of the site is to provide an opportunity for public presentation of scientific theories without prior and arbitrary assessment, criticism or rejection by the recipient. Since the mid 204 R. Vukovic uses the openness of the journal to publish his texts.

# Academia.edu

The site for free uploads of scientific and philosophical papers. R. Vukovic uses the services of the site from the beginning of 2014.

# Archimedes Banja Luka

This is the Association of Teachers of Mathematics and Sciences registered in Banja Luka, Republic of Srpska which was most active in the period from 2002 to 2005. Now it infrequently and independently maintains Rastko Vukovic.