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The subject of project financing provides the opportunity to consider a new model of public intervention characterised by co-operation with the private sector, and the transformation of the public sector from the owner of the work into the entity that plans and monitors the activities rendered. At contractual level, this new paradigm of action demands the adoption of forms of contract and protective instruments functional to a relation between public and private interests characterised not by antagonism, but by "necessary co-operation". In this perspective, the goal pursued is that of reconstructing the discipline of project financing as a homogenous regulatory corpus inspired by the constitutional principle of horizontal subsidiarity, a microsystem within the context of public contracts.
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The subject of project financing provides the opportunity to consider a new model of public intervention characterised by co-operation with the private sector, and the transformation of the public sector from the owner of the work into the entity that plans and monitors the activities rendered. At contractual level, this new paradigm of action demands the adoption of forms of contract and protective instruments functional to a relation between public and private interests characterised not by antagonism, but by "necessary co-operation". In this perspective, the goal pursued is that of reconstructing the discipline of project financing as a homogenous regulatory corpus inspired by the constitutional principle of horizontal subsidiarity, a microsystem within the context of public contracts.
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The subject of project financing provides the opportunity to consider a new model of public intervention characterised by co-operation with the private sector, and the transformation of the public sector from the owner of the work into the entity that plans and monitors the activities rendered. At contractual level, this new paradigm of action demands the adoption of forms of contract and protective instruments functional to a relation between public and private interests characterised not by antagonism, but by "necessary co-operation". In this perspective, the goal pursued is that of reconstructing the discipline of project financing as a homogenous regulatory corpus inspired by the constitutional principle of horizontal subsidiarity, a microsystem within the context of public contracts.
Choose an application
Choose an application
The subject of project financing provides the opportunity to consider a new model of public intervention characterised by co-operation with the private sector, and the transformation of the public sector from the owner of the work into the entity that plans and monitors the activities rendered. At contractual level, this new paradigm of action demands the adoption of forms of contract and protective instruments functional to a relation between public and private interests characterised not by antagonism, but by "necessary co-operation". In this perspective, the goal pursued is that of reconstructing the discipline of project financing as a homogenous regulatory corpus inspired by the constitutional principle of horizontal subsidiarity, a microsystem within the context of public contracts.
Choose an application
The subject of project financing provides the opportunity to consider a new model of public intervention characterised by co-operation with the private sector, and the transformation of the public sector from the owner of the work into the entity that plans and monitors the activities rendered. At contractual level, this new paradigm of action demands the adoption of forms of contract and protective instruments functional to a relation between public and private interests characterised not by antagonism, but by "necessary co-operation". In this perspective, the goal pursued is that of reconstructing the discipline of project financing as a homogenous regulatory corpus inspired by the constitutional principle of horizontal subsidiarity, a microsystem within the context of public contracts.
Choose an application
The subject of project financing provides the opportunity to consider a new model of public intervention characterised by co-operation with the private sector, and the transformation of the public sector from the owner of the work into the entity that plans and monitors the activities rendered. At contractual level, this new paradigm of action demands the adoption of forms of contract and protective instruments functional to a relation between public and private interests characterised not by antagonism, but by "necessary co-operation". In this perspective, the goal pursued is that of reconstructing the discipline of project financing as a homogenous regulatory corpus inspired by the constitutional principle of horizontal subsidiarity, a microsystem within the context of public contracts.
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Il libro illustra l'approccio della moderna finanza matematica al caso dei titoli derivati, certamente gli strumenti più innovativi e più diffusi del mercato finanziario. La metodologia detta di non arbitraggio (o di Black e Scholes) viene illustrata sia in termini euristici sia in termini formali e applicata per fornire la guida al pricing e all'hedging dei titoli c.d. derivati in quanto dipendenti da altri titoli: forward e futures, floaters, swap, opzioni sia semplici sia esotiche, titoli strutturati e opzioni nascoste, di mercato azionario, di tasso d'interesse, di cambio, di credito etc. I derivati sono analizzati sia per le finalità speculative sia per quelle di copertura dei rischi. Grafici, esempi numerici, riferimenti normativi (Consob) ed esercizi aiutano il lettore alla comprensione dei diversi strumenti considerati. I modelli teorici tra i più noti in letteratura sono presi in esame, analizzati passo per passo e messi a confronto. La trattazione si presta a un doppio livello di lettura: un livello semplice e introduttivo, che richiede solo nozioni matematiche di base e punta alla comprensione pratica dei concetti e degli strumenti e un livello più avanzato che utilizza il calcolo stocastico e alcuni risultati fondamentali della probabilità, della matematica e della statistica. Il primo livello è pensato per gli insegnamenti universitari della laurea triennale mentre il secondo livello si rivolge ai corsi di laurea magistrale e specialistica, di master e dottorato. Un'appendice sui risultati più avanzati, sui processi stocastici, le procedure numeriche e la simulazione Monte Carlo rendono il testo relativamente autosufficiente.
Derivative securities -- Prices -- Mathematical models. --- Electronic books. -- local. --- Finance -- Mathematical models. --- Investments -- Mathematics. --- Finance --- Mathematics --- Physical Sciences & Mathematics --- Business & Economics --- Investment & Speculation --- Mathematical Theory --- Investments --- Derivative securities --- Mathematical models. --- Mathematics. --- Prices --- Mathematics of investment --- Finance. --- Economics, Mathematical. --- Macroeconomics. --- Mathematics, general. --- Quantitative Finance. --- Macroeconomics/Monetary Economics//Financial Economics. --- Finance, general. --- Business mathematics --- Economics --- Funding --- Funds --- Currency question --- Math --- Science --- Economics, Mathematical . --- Mathematical economics --- Econometrics --- Methodology
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L'opera si rivolge a due grandi classi di utenti: gli studenti e coloro che lavorano presso investitori istituzionali. Tutti i corsi che trattano di finanza dei mercati troveranno in questo volume un buon compendio per mostrare immediate applicazioni informatiche della teoria finanziaria. Il libro è disseminato di esempi tratti dalla realtà finanziaria e presenta numerosi programmi, scritti in linguaggio Scilab, per misurare e gestire il rischio sui mercati finanziari. Gli argomenti più rilevanti sono i seguenti: 1) simulazione di processi stocastici, 2) modelli dei tassi di interesse, 3) teorie di portafoglio (media-varianza e con expected shortfall-CVAR, 4) misurazione del rischio (misure coerenti, misure spettrali), 5) prezzatura di titoli derivati. Si presentano le funzioni per risolvere problemi di programmazione lineare e quadratica. Si applicano, inoltre, metodi dei minimi quadrati e della massima verosimiglianza. Operando con tali strumenti e su dati finanziari liberamente disponibili su internet, il lettore sarà in grado di osservare direttamente le applicazioni alla realtà finanziaria dei principali modelli di finanza teorica.
Financial risk. --- Financial risk -- Handbooks, manuals, etc. --- Financial risk management. --- Quantitative Finance. --- Risk management. --- Finance --- Management --- Business & Economics --- Finance - General --- Management Styles & Communication --- Risk assessment. --- Analysis, Risk --- Assessment, Risk --- Risk analysis --- Risk evaluation --- Business. --- Management science. --- Tax accounting. --- Tax laws. --- Finance. --- Applied mathematics. --- Engineering mathematics. --- Economics, Mathematical. --- Macroeconomics. --- Economics. --- Macroeconomics/Monetary Economics//Financial Economics. --- Business and Management, general. --- Finance, general. --- Applications of Mathematics. --- Business Taxation/Tax Law. --- Insurance --- Evaluation --- Mathematics. --- Taxation --- Finance, Public --- Math --- Science --- Funding --- Funds --- Economics --- Currency question --- Trade --- Commerce --- Industrial management --- Accounting --- Economics, Mathematical . --- Tax laws --- Tax legislation --- Tax regulations --- Engineering --- Engineering analysis --- Mathematical analysis --- Mathematical economics --- Econometrics --- Mathematics --- Quantitative business analysis --- Problem solving --- Operations research --- Statistical decision --- Law --- Methodology
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Money --- usury --- Usury --- Religious aspects --- Catholic Church --- History --- r --- Religious aspects --- Catholic Church --- History --- Catholic Church --- Finance --- History.
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