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For each generation, individuals compete to reproduce offspring Those individuals with the best survival capabilities have the best chance to reproduce Offspring is generated by combining parts of the parents, a process referred to as crossover Each individual in the population can also undergo mutation which alters some of the allele of the chromosome The survival strength of an individual is measured using a fitness function which reflects the objectives and constraints of the problem to be solved After each generation, individuals may undergo culling, or individuals may survive to the next generation (referred to as elitism) Additionally, behavioral characteristics (as encapsulated in phenotypes) can be used to influence the evolutionary process in two ways: phenotypes may influence genetic changes, and/or behavioral characteristics evolve separately Different classes of EC algorithms have been developed: Genetic algorithms which model genetic evolution.

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Figure 7.5 Conduction band energy shifts for strained layers based on different materials: AlGaN grown on GaN substrate (circles), InAsP grown on InP (diamonds) and InGaAs grown on GaAs (squares), as a function on the layer composition.

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represents but it is quite difficult to understand even the statement of the theorem, and yet more difficult to understand the proof Without a good understanding of the semantics of the proof, the reader cannot check its validity Many would feel uneasy about the validity of the proof and would demand a more detailed justification for some of the steps The difficulty is compounded, of course, for those for whom English is not the mother tongue What is meant, for example, by 'the area represented' by a section of the map, and the meaning of 'in the limit' In comparison, the language of mathematics is much simpler; moreover, unlike natural language, it is universal! At the other end of the scale, a formal proof is conducted entirely in the language of mathematics.

constants D11 = D22 = D33 = ac (the isotropic case) which are usually determined by fitting to experimental data. Equation (7.43), giving the shift of the conduction band energy due to strain, now reads:

Genetic programming which is based on genetic algorithms, but individuals are programs (represented as trees)..

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A formal proof is a sequence of steps, each of which is a well-established fact or which follows from earlier statements by a process so simple that it is deemed to be self-evident Figure 33 is an example of a formal proof It is a proof of the fact that V2 + V is greater than V3 + VS The first three lines of the proof state well-known facts Each subsequent line combines one or more previous lines in order to derive some new fact; next to each of these lines is a hint explaining how the line is derived Checking each line of Figure 33 is straightforward The lines where the hint mentions 'arithmetic' involve squaring and other simple arithmetic calculations For example, to check line 7 it is necessary to check that (1 + 2vl4) 2 is 57 + 4VT4 and that (2VT5) 2 is 57+3.

Its clear from the equation that the energy band shift depends only on the strain state of the crystal given via the diagonal strain components. Hexagonal crystals exhibit much less symmetry than cubic ones. Consequently, a certain anisotropic behaviour can be expected and this is reflected in the different deformation potential constants. For example, GaN in the growth plane has identical deformation potential constants DU = D^i = acT whilst in the growth direction the constant D33 = ac\\ is almost three times larger. The total conduction band shift in GaN then follows as: The previous analysis can be applied to determine the energy shift of the conduction band edge in the vicinity of the T minimum in the epitaxial layer of the quantum well structure. For the layers based on cubic semiconductor material grown in the [001] direction substituting the strain components given by equation (7.21) the band edge energy shift becomes:

The remaining lines are checked by confirming that the line is an instance of either line 0 or line 1 That is, one has to check that.

where e1 is the in-plane strain due to lattice mismatch with the substrate and Cij are the elastic stiffness constants as previously defined. Similar, for the hexagonal crystal geometry in the [0001] direction the energy shift is given as:

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