Key Features:
- Forty years after its appearance and subsequent developments, the first comprehensive treatment showing the present state of the subject is welcome
- Antieigenvalue analysis revealed that the celebrated Kantorovich convergence rates for optimization in numerical analysis and economics are exactly operator-trigonometric
- In quantum mechanics, one of the great developments was John Bell's formulation of his inequalities to test the Einstein–Podolsky–Rosen hidden variable theory. Gustafson's antieigenvalue operator trigonometry has provided a new geometrical viewpoint which significantly clarified the mathematical and physical meanings of the Bell Inequalities
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