{ "item_title" : "Cosmology, Quantum Vacuum and Zeta Functions", "item_author" : [" Sergey D. Odintsov", "Diego Sáez-Gómez", "Pro Universitat Politècnica de Cataluny "], "item_description" : "Part I QFT and the Casimir Effect.- 1. I. Ya. AREF'EVA. Colliding Hadrons as Cosmic Membranes and Possible Signatures of Lost Momentum .- 2. M. ASOREY, I. Cavero‐Pel ez and J. M. Mu oz‐Casta. Vacuum energy and the Topology of the Universe.- 3. M. BORDAG and I. Pirozhenko. The Low Temperature Corrections to the Casimir Force Between a Sphere and a Plane .- 4. I. BREVIK. Casimir Effect for the Piecewise Uniform String .- 5. I.L. BUCHBINDER, N.G. Pletnev and I.B. Samsonov. N = 2 and N = 4 Supersymmetric Low ‐ Energy Effective Actions in Three Dimensions .- 6. M. CHAICHIAN. Colour Confinement, the Goto ‐ Imamura ‐ Schwinger Term and Renormalization Group .- 7. J. GOMIS. Non ‐ Central Extensions of (Super) PoincarAlgebra and (Susy) Electromagnetic Backgrounds.- 8. K. A. MILTON, J. Wagner, P. Parashar, I. Cavero‐Pel ez, I. Brevik and S. A. Ellingsen. Multiple Scattering: Dispersion, Temperature Dependence, and Annular Pistons .- Part II Gravity and Cosmology.- 9. M. BOUHMADI‐L PEZ. Brane Cosmology with an f ( R )‐ Contribution .- 10. S. CAPOZZIELLO. f ( R )‐ Gravity Matched with Large Scale Structure and Cosmological Observations .- 11. S. CARLONI. An Analysis of the Phase Space of Hořava ‐ Lifshitz Cosmologies .- 12. C. CORDA. Gravitational Waves Astronomy: a Cornerstone for Gravitational Theories .- 13. R. DI CRISCIENZO, L. Vanzo and S. Zerbini. Hamilton ‐ Jacobi Method and Gravitation .- 14. K. N. Ananda, S. Carloni and P. K. S. DUNSBY. A Characteristic Signature of Fourth Order Gravity .- 15. V. FARAONI. Horizons and Singularity in Clifton's Spherical Solution of f ( R )‐ vacuum .- 16. R. GARATTINI. Gravitational Zero Point Energy and the Induced Cosmological Constant .- 17. P. GONZALEZ‐D AZ. Lensing Effects in Ringholes and the Multiverse Black Holes .- 18. L. LUSANNA. Hamiltonian ADM Gravity in Non ‐ Harmonic Gauges with Well Defined Non ‐ Euclidean 3 ‐ Spaces: How Much Darkness can be Explained as a Relativistic Inertial Effect?- 19. J. Beltr n and A. L PEZ MAROTO. Dark Energy and Cosmic Magnetic Fields: Electromagnetic Relics from Inflation .- 20. N. Carlevaro, G. MONTANI and M. Lattanzi. On the Viability of Non ‐ Analytical f ( R ) ‐ Theory .- 21. S. NOJIRI. Towards the Unification of Late ‐ Time Acceleration and Inflation by k ‐ Essence Model .- 22. N. Deruelle and M. SASAKI . Conformal Equivalence in Classical Gravity: the Example of Veiled General Relativity .- 23. L. SEBASTIANI. Finite ‐ Time Singularities in Modified f ( R ; G )‐ Gravity and Singularity Avoidance .- 24. P. J. SILVA. Asymptotic Darkness in Hořava ‐ Lifshitz Gravity .- 25. C. F. SOPUERTA and N. Yunes. Testing Modified Gravity with Gravitational Wave Astronomy .- 26. P. K. TOWNSEND. Gravitons in Flatland .- 27. M. M. Sheikh‐Jabbari and A. TUREANU. Very Special Relativity and Noncommutative Space ‐ Time .- Part III Zeta Functions in Physics and Mathematics.- 28. G. Fucci, K. KIRSTEN and P. Morales. Pistons Modelled by Potentials .- 29. V. Moretti. Local ζ ‐ functions, stress ‐ energy tensor, field fluctuations, and all that, in curved static spacetime .- 30. V. Mu oz and R. P REZ‐MARCO. Ergodic Solenoidal Geometry .- 31. A. VOROS. Zeta ‐ Regularization and Exact WKB Method for a General 1D Schr dinger equation .- 32. G. Cognola and S. ZERBINI. Generalized Zeta Function Regularization and the Multiplicative Anomaly .- Part IV Non", "item_img_path" : "https://covers3.booksamillion.com/covers/bam/3/64/226/843/3642268439_b.jpg", "price_data" : { "retail_price" : "169.99", "online_price" : "169.99", "our_price" : "169.99", "club_price" : "169.99", "savings_pct" : "0", "savings_amt" : "0.00", "club_savings_pct" : "0", "club_savings_amt" : "0.00", "discount_pct" : "10", "store_price" : "" } }

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