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Atomic structure. --- Bond model. --- Chemical equilibria. --- Chemistry, Inorganic. --- Electrode potentials. --- Ionic model. --- Kinetics. --- Mechanics. --- Metals. --- Non-aquous solvents. --- Non-metals. --- PS. --- Phase equilibria. --- Solids. --- Wave mechanics.
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Absolute zero. --- Electrochemistry. --- Energy. --- Enthalpy. --- Equilibria. --- Heat engines. --- Thermochemistry. --- Thermodynamic equilibrium.
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Antiferromagnetism. --- Crystal field theory. --- Diamagnetic corrections. --- Magnetochemistry. --- Spin free-spin paired equilibria. --- Valence bond theory.
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Biological aspects. --- Catalysis. --- Coordination complex. --- Dissymmetry. --- Electron-transfer. --- Equilibria. --- Ligand. --- Metal-ligand bond. --- Substitution.
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Spaces of infinite dimension have played an increasing role in the last four decades concerning their applications in models both for economics and for finance. The intertemporal allocation of resources, commodity differentiation, uncertainty, dynamics of the fundamental variables of financial markets, are some of the issues that can be properly captured by means of the mathematical techniques that are typical in such spaces. This collection contains some recent contributions in this area. Achille Basile, Editor’s Preface Ciro Tarantino, Coalitional fairness with many agents and commodities Anna Canale - Ciro Tarantino, Embedding and compactness results for multiplication operators in Sobolev spaces
Asymmetric information --- embeddings --- ex-post core --- compact operators --- c-fair allocations --- expectations equilibria --- Fefferman inequalities --- rational
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Spaces of infinite dimension have played an increasing role in the last four decades concerning their applications in models both for economics and for finance. The intertemporal allocation of resources, commodity differentiation, uncertainty, dynamics of the fundamental variables of financial markets, are some of the issues that can be properly captured by means of the mathematical techniques that are typical in such spaces. This collection contains some recent contributions in this area. Achille Basile, Editor’s Preface Ciro Tarantino, Coalitional fairness with many agents and commodities Anna Canale - Ciro Tarantino, Embedding and compactness results for multiplication operators in Sobolev spaces
Asymmetric information --- embeddings --- ex-post core --- compact operators --- c-fair allocations --- expectations equilibria --- Fefferman inequalities --- rational
Choose an application
Spaces of infinite dimension have played an increasing role in the last four decades concerning their applications in models both for economics and for finance. The intertemporal allocation of resources, commodity differentiation, uncertainty, dynamics of the fundamental variables of financial markets, are some of the issues that can be properly captured by means of the mathematical techniques that are typical in such spaces. This collection contains some recent contributions in this area. Achille Basile, Editor’s Preface Ciro Tarantino, Coalitional fairness with many agents and commodities Anna Canale - Ciro Tarantino, Embedding and compactness results for multiplication operators in Sobolev spaces
Asymmetric information --- embeddings --- ex-post core --- compact operators --- c-fair allocations --- expectations equilibria --- Fefferman inequalities --- rational
Choose an application
Chemical equilibria. --- Chemical shifts. --- Conformational effects. --- Fluor NMR. --- NMR. --- Nuclear magnetic resonance spectroscopy. --- Shielding constants. --- Spectrometers. --- Spectrum analysis. --- Spin-spin coupling.
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