Antimatter was first predicted when English physicist Paul Dirac combined quantum mechanics and special relativity. He obtained a result that predicted the existence of negative energy levels, and the only way to make sense of this result was to postulate the existence of antimatter, an achievement for which he won the Nobel Prize in Physics in 1933.
The usual analogy for antimatter is that when you take the square root of a number, there are two possible answers, one positive and one negative. Symmetry and conservation laws reveal that whenever a process produces a particle, an antiparticle must be produced. Particles in the Standard Model are identified by properties such as mass, spin, and electric charge. Antiparticles have the same mass as their counterparts, but other properties are reversed. Antiparticles can be combined to produce antiatoms, so a positron bound to an antiproton is called antihydrogen. All experimental tests to date indicate that antihydrogen has the same physical properties as hydrogen, except that the nucleus is negative and the surrounding charge is positive.
What are Feynman diagrams?
Feynman diagrams—named after American physicist Richard Feynman—are symbolic representations of possible interactions between particles. They are tools that help us express the mathematics needed to calculate the probability of each possible outcome when particles interact. They do not represent what actually happens during the interaction; rather, they are a short-hand method for calculating what could happen. In quantum physics, if an interaction is not directly observed there is no way of knowing the specific process that occurred in that interaction. One of the most important consequences of the mathematics is that as the diagrams get more complicated the possible outcomes become less likely to happen. This means that although there are countless possibilities, we need only consider the simplest events in many cases.
There are two basic components to Feynman diagrams in quantum electrodynamics (QED): solid lines for fermions and wavy lines for photons. To represent a real process requires at least two vertices. The lines that enter and leave the diagram represent real particles that can be observed. The lines that begin and end inside the diagram represent virtual particles that cannot be observed.