Boekstra.nl - Herichi, Hafedh (Santa Monica College, Lapidus, Michel L (Univ Of California - Quantized Number Theory, Fractal Strings And The Riemann Hypothesis: From Spectral Operators To Phase Transitions And Universality

Quantized Number Theory, Fractal Strings And The Riemann Hypothesis: From Spectral Operators To Phase Transitions And Universality

From Spectral Operators to Phase Transitions and Universality

Herichi, Hafedh (Santa Monica College, Lapidus, Michel L (Univ Of California - Quantized Number Theory, Fractal Strings And The Riemann Hypothesis: From Spectral Operators To Phase Transitions And Universality

Omschrijving

The book should be accessible to experts and non-experts alike, including mathematics and physics graduate students and postdoctoral researchers, interested in fractal geometry, number theory, operator theory and functional analysis, differential equations, complex analysis, spectral theory, as well as mathematical and theoretical physics. Whenever necessary, suitable background about the different subjects involved is provided and the new work is placed in its proper historical context. Several appendices supplementing the main text are also included.

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Schrijver: Herichi, Hafedh (Santa Monica College, Lapidus, Michel L (Univ Of California
Titel: Quantized Number Theory, Fractal Strings And The Riemann Hypothesis: From Spectral Operators To Phase Transitions And Universality
Uitgever: World Scientific Publishing Co Pte Ltd

Jaar: 2021
Taal: Engels
Pagina's: 496

EAN: 9789813230798
Bindwijze: Hardback

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Quantized Number Theory, Fractal Strings And The Riemann Hypothesis: From Spectral Operators To Phase Transitions And Universality

From Spectral Operators to Phase Transitions and Universality

Omschrijving

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