Titlebook: Analysis of Dirac Systems and Computational Algebra; Fabrizio Colombo,Irene Sabadini,Daniele C. Struppa Textbook 2004 Springer Science+Bus

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Some First Order Linear Operators in Physics,l underlying ideas. Suppose considering a physical system which requires several fields ø.(.), . = 1,…, . to be specified We can suppose that the field ø.(.) is real (if it is complex the procedure can be repeated taking into account both the real and imaginary parts). The index . may label the comp

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Open Problems and Avenues for Further Research,the accessibility of suitable computational techniques. We have demonstrated how these ideas can greatly contribute to the development of a function theory for solutions of suitable systems of differential operators. However, many delicate questions remain open. In this short chapter we will analyze

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Digitalisation in Mobility Service Industryd ø.(.) is real (if it is complex the procedure can be repeated taking into account both the real and imaginary parts). The index . may label the components of the same field, for example the components of a vector potential, or it can refer to different independent fields.

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Conclusion: Limitations and Future Research,heory for solutions of suitable systems of differential operators. However, many delicate questions remain open. In this short chapter we will analyze several lines of research which are strictly connected with the positive results obtained so far.

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Some First Order Linear Operators in Physics,d ø.(.) is real (if it is complex the procedure can be repeated taking into account both the real and imaginary parts). The index . may label the components of the same field, for example the components of a vector potential, or it can refer to different independent fields.

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