1.1 Study Designs
․Retrospective Studies
․Prospective Studies
※ Survival Analysis
; Deals with analysis of data that have "time to an event".
※ Survival time
; Time until an event occurs.
※ Event
; a. relapse of a disease
b. death
c. response to a treatment
; Economical,
To obtain answers quickly because the cas
The Beta distribution is very useful for modeling the probabilistic behavior of certain random variables such as proportions, constrained to fall in the interval (0,1)
가. 성공적인 학교에 대한 기초
1) 학교의 형태 : ①전통적(Conventional)-미국에서 아직까지 지배적인 형태, ②즐거운(Congenial)-다수는 아니지만 나타나고는 있는 형태, ③협력적(Collegial)-숫자가 점점 늘어가고, 성공적인 학교.
2) 협력적 학교로의 “paradigm의 이동” 은 전통적, 즐거운 학교로부터의 이동을
1. Motivation
2. Black Scholes Option Pricing Model
Options
5 factors
Assumptions
Caculation of Black-Scholes Model
Understanding B-S formula
Understanding B-S formula
Extracting sample data
Materialization of B-S model
Deriving B-S option price
Multiple Regression Model – Con’td
Comparison : Real Call option price & Regression & Black-Scholes Model
3) Put Option Valuation
A Pall Option confers the right on its holder, without the obligation, to sell the underlying asset at a certain date for a certain price. Only a little extra work is needed to value put options. Basically , we just pretend that a put option is a call option and use the Black-Scholes formula to value it. We then use the put-call parity condition to solve for the put valu