Subject Details
Dept     : SPINE MBA
Sem      : 3
Regul    : -
Faculty : Felciya Suson S M
phone  : 9940874220
E-mail  : felcia.sm.ihub@snsgroups.com
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Syllabus

UNIT
1
INTRODUCTION TO DERIVATIVES

Definition and characteristics of derivatives; Types of derivatives – forwards, futures, options, and swaps; Importance of derivatives in financial markets; Participants in derivative markets; Benefits and risks of derivatives; Evolution of derivatives markets in India and globally.

UNIT
2
FUTURES AND FORWARDS CONTRACTS

Futures and forward contracts – features, differences, pricing; Margins and settlement process; Trading strategies using futures; Index futures, commodity futures, interest rate futures; Role of clearing houses in futures markets; Hedging strategies using futures.

UNIT
3
OPTIONS AND OPTION PRICING MODELS

Types of options – call and put, American and European options; Options trading strategies; Intrinsic value and time value of options; Put-call parity; Binomial option pricing model; Black-Scholes option pricing model; Option Greeks and their applications.

UNIT
4
SWAPS AND RISK MANAGEMENT

Types of swaps – interest rate swaps, currency swaps, credit default swaps; Valuation of swaps; Applications of swaps in risk management; Use of derivatives in hedging, speculation, and arbitrage; Credit derivatives and structured finance products.

UNIT
5
REGULATIONS AND EMERGING TRENDS IN DERIVATIVES

Regulatory framework for derivatives markets – SEBI, RBI, and international regulations; Trading mechanisms and settlement procedures; Impact of derivatives on financial stability; Algorithmic trading and derivatives; Cryptocurrency derivatives; Recent developments in derivatives markets.

Reference Book:

R1 Redhead, K. (2018). Financial Derivatives: An Introduction to Futures, Forwards, Options and Swaps. Pearson Education. R2 NISM (2020). Derivatives Market Module. Taxmann Publications.

Text Book:

T1 John C. Hull (2021). Options, Futures, and Other Derivatives. Pearson Education. T2 S. S. S. Kumar (2018). Financial Derivatives. PHI Learning. T3 Sundaram, R. K. & Das, S. R. (2019). Derivatives: Principles and Practice. McGraw-Hill.

 

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