Particle-hole state densities for calculation of the multi-step compound emission
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Nuclear level densities at high excitation energies and for large particle numbers
2013, Nuclear Physics ACitation Excerpt :iii) Saddle-point approximations for the grand partition function. Examples are Refs. [19–23]. To the best of our knowledge, this method has not been applied to or tested for the large particle numbers and high excitation energies considered in this paper. (
Nuclear level densities in the constant-spacing model
2013, Physics Letters, Section B: Nuclear, Elementary Particle and High-Energy PhysicsCitation Excerpt :The standard approach to level densities goes back to the pioneering work of Bethe [5] who calculated the total level density as a function of excitation energy with the help of the Darwin–Fowler method. Basically the same method was used in many of the later works [6–11] dealing with the density of p-particle h-hole states and related quantities. A beautiful review is given in Ref. [12].
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