- •2. Intertemporal choice problem as foundation of the modern theory of finance.
- •3. Basic economic theory of risk. Expected utility function, risk premium and risk aversion measures.
- •4. Technology, profit maximization and theory of firm and industry supply
- •5. Production costs in short run vs long run and cost minimization problem.
- •Variable Costs
- •Isocost Lines
- •6. Types of industrial markets. The model of perfect competition.
- •7. The theory of monopoly. State regulation of monopoly markets.
- •8. (И.К.)Models of oligopoly and game theory applications
- •9. 9. Institutional foundations of economic systems. The economic theory of property rights.
- •10. Transaction costs: the origin, nature, classification, measurement problems.
- •11. Theory of information, properties, info asymmetry and methods of overcoming it
- •Information asymmetry
- •12. Gdp as an indicator of economic results of the macroeconomic system.
- •Income approach
- •13. Aggregate demand and aggregate supply. The ad-as model.
- •14. Consumption, savings and investment. “Keynesian Cross”.
- •15. Money market. The demand for money and supply, factors that determine them. Equilibrium in the money market.
- •16.Joint balance of real and monetary sectors of the economy (model is-lm).
- •17. Cycles of economic dynamics. Sources of cyclical fluctuations in economic conditions.
- •18. Inflation, its types and methods of measurement. Factors and consequences of inflation. Anti-inflationary policies.
- •19. Disequilibrium in the labor market. Unemployment and its types and methods of measurement.
- •20.Globalization and the polarization in the modern world economy.
- •21.General economic equilibrium in an open economy (model Mandell - Fleming).
- •Is components
- •22.(И.К.)Efficient Market Hypothesis (emh): Concept, Forms, Arguments for and against.
- •23. Economic Data and Econometric Analysis. Four types of Economic Data. Role of Econometrics. Main Application of Econometrics.
- •24. Financial Econometrics, it’s object. Type of equations in mathematical modeling: behavioral equations and identities.
- •25,26,27,29 Simple regression analysis. The Simple Linear Model. Least Squares Regression. Interpretation of a Regression Equation.
- •28.Ordinary Least Squares (ols). The Gauss – Markov Theorem.
- •30.Heteroscedasticity. Possible Causes of Heteroscedasticity. The Goldfeld–Quandt Test.
- •31.Autocorrelation. Possible Causes of Autocorrelation. The Durbin–Watson Test.
- •32.Multiple Regression Analysis. Derivation of the Multiple Regression Coefficients.
- •33.Properties of the Multiple Regression Coefficients: unbiasedness, efficiency, precision, consistency.
- •34.Multiple Regression Analysis. Problem of Multicollinearity.
- •35. Purchasing Power Parity Theory: Concept, Forms, Application
- •36. Fisher Effect Parity Theory: Concept, Application
- •37 International Fisher Effect Parity Theory: Concept, Application
- •38. Interest Rate Parity Theory: Concept, Application
- •39. The composition of the global financial market: instruments, participants, sources of information.
- •41. Types of banks and their role in the international financial market.
- •42. The global equities market: size, indicators, principles of organization.
- •43. The global debt securities market: composition, principles of organization.
- •44. The international debt securities: types and organization.
- •45. The government bond markets: size, composition, significance.
- •46. Mortgage-backed securities: mechanism of issuance, the role in the international financial crisis of 2007-2009.
- •47. Exchange-traded derivatives: types, functions, mechanism of trading.
- •48.Otc derivatives. Swaps.
- •49. Types of institutional investors and their role in the global financial markets.
- •50. The functions of the international financial organizations (imf, World Bank, bis).
- •International trade financing
- •52. International banking: the structure and operational function, the services offered, and measures to improve the efficiency and effectiveness of the international banking organization.
- •53. The major issues in International banking: international money laundering, international banking crisis, regulation of international banking, and offshore banking markets.
- •54. Acquisitions and Mergers in Financial Services Management.
- •55.Measuring and evaluating the performance of banks: financial ratio analysis, profitability analysis.
- •57. Bank Financial Management:
- •58.(И.Р.)Requirements for an effective audit and evaluation of evidence (Не полностью описал)
- •59. The audit process and audit report
- •60. Generally Accepted Auditing Standards and Code of Professional Conduct
- •Accounting principles;
- •Confidential client info not disclose without specific consent.
- •61. Cost concepts, classification, and allocation.
- •62. Job order costing system & cost flow
- •63. Process costing and equivalent production
- •65.(И.Р.)Cost behavior and cvp analysis
- •66. Accounting Cycle, Generally Accepted Accounting Principles, and Financial Statements
- •Accounting Cycle – Steps During the Accounting Period
- •Accounting Cycle: Steps at the end of the accounting period
- •67. Merchandising operations & inventories
- •Inventory Costing Methods
- •Perpetual fifo
- •Perpetual lifo
- •68. Internal control, cash and receivables
- •69. Current & long term Liab.
- •70.Long term Assets.
- •71. Contributed Capital & corporate statements.
- •72.(И.Р.)Cash flow statement
- •73. Accounting Rate of Return Method as an Investment Rule. Application and possible Problems
- •74. Payback Method as an Investment Rule. Application and possible Problems.
- •75. Internal Rate of Return Method as an Investment Rule. Application and possible Problems.
- •76. Profitability Index Method as an Investment Rule. Application and possible Problems.
- •1) The method requires an estimate of the cost of capital in order to calculate the profitability index
- •2) The method may not give the correct decision when used to compare mutually exclusive projects.
- •77. Net Present Value Method as an Investment Rule. Application and possible Problems.
- •78. Capital Structure Concept.
- •79. Dividend Policy
- •80. Arbitrage Pricing Theory (apt)
- •81. Capital Asset Pricing Model (capm)
- •82. Fama and French Three Factor Model of Assets Pricing
- •83. Duration concept, application, concept of convexity, and how convexity affects macalay’s duration
- •83. Duration concept, application, concept of convexity, and how convexity affects macalay’s duration
- •84. Valuation based on Price Multiples: p/e, p/bv, p/s.
- •85. (И.К.)Asset Based Valuation Model, Residual Income Valuation Model Asset-based valuation
- •86.(И.Р.)Dividend Discount Model
- •87. Discounted Cash Flow (dcf) Valuation Model
- •88. Capital Structure: Differences between Companies
- •89. Capital structure: Differences between Countries.
- •90. Exporting as a foreign market mode, merits, demerits
- •91. Collaborative Arrangements: Licensing, Franchising, Management Contracts
- •92. (И.К.)Risky assets and portfolio optimization problem.
- •Investors can use either a top-down or bottom-up approach:
- •95. Credit Risk Models
- •96. International Diversification: investing in different markets.
- •97. Translation exposure
- •98. Transaction Exposure.
- •99. Operational Exposure
- •100.(И.Р.)Foreign Direct Investments: Joint Ventures, wholly owned Subsidiaries
- •101. Securitization (s): creation of abSs, participants and functions, securitization’s impact and risks, regulators’ concerns.
- •103. Classification and comparative characteristics of derivatives.
- •1.By the relationship between the underlying asset and the derivative :
- •3.By the market in which they trade:
- •1.Call and Put options
- •2.Exchange-traded or Over-the-counter (otc) options
- •105. Swaps: concept, types, strategies for using
- •106. Futures: concept, types, strategies for using
86.(И.Р.)Dividend Discount Model
Dividend discount model (DDM) - a procedure for valuing the price of a stock by using predicted dividends and discounting them back to present value. The idea is that if the value obtained from the DDM is higher than what the shares are currently trading at, then the stock is undervalued.
According to the DDM, dividends are the cash flows that are returned to the shareholder. The model requires loads of assumptions about companies' dividend payments and growth patterns, as well as future interest rates.
The Dividend Discount Model is a way of valuing a company based on the theory that a stock is worth the discounted sum of all of its future dividend payments. In other words, it is used to evaluate stocks based on the net present value of the future dividends.
To value a company using the DDM, you calculate the value of dividend payments that you think a stock will throw-off in the years ahead. Here is what the model says:
Where: P= the price at time 0, r= discount rate
For simplicity's sake, consider a company with a $1 annual dividend. If you figure the company will pay that dividend indefinitely, you must ask yourself what you are willing to pay for that company. Assume expected return, or, more appropriately in academic parlance, the 'required rate of return' is 5%. According to the dividend discount model, the company should be worth $20.00 ($1.00 / .05).
How do we get to the formula above? It's actually just an application of the formula for a perpetuity:
The obvious shortcoming of the model above is that you'd expect most companies to grow over time. If you think this is the case, then the denominator equals the expected return less the dividend growth rate. This is known as the constant growth DDM or the Gordon Model after its creator, Myron Gordon. Let's say you think the company's dividend will grow by 3% annually. The company's value should then be $1.00 / (.05 - .03) = $50.00. Here is the formula for valuing a company with a constantly growing dividend, as well as the proof of the formula:
This procedure has many variations, and it doesn't work for companies that don't pay out dividends. The classic dividend discount model works best when valuing a mature company that pays a hefty portion of its earnings as dividends, such as a utility company.
In truth, the dividend discount model requires an enormous amount of speculation in trying to forecast future dividends. Even when you apply it to steady, reliable, dividend-paying companies, you still need to make plenty of assumptions about their future.
The first big assumption that the DDM makes is that dividends are steady, or grow at a constant rate indefinitely. Stock analysts build complex forecast models with many phases of differing growth to better reflect real prospects. But even for steady, reliable, utility-type stocks, it can be tricky to forecast exactly what the dividend payment will be next year, never mind a dozen years from now. Another sticking point with the DDM is that no one really knows for certain the appropriate expected rate of return to use. It's not always wise simply to use the long-term interest rate because the appropriateness of this can change.
