TEL2813/IS2820 Security Management Cost-Benefit Analysis Net Present Value Model, Internal Rate of Return Model Return on Investment (Based on Book by.

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TEL2813/IS2820 Security Management Cost-Benefit Analysis Net Present Value Model, Internal Rate of Return Model Return on Investment (Based on Book by Gordon and Loeb) Feb 14, 2006

Cost-benefit framework CBA widely accepted economic principle for managing organizational resources Requires cost of activity compared with the benefit Cost > Benefit? Cost < Benefit? Cost = Benefit?

Cyber security Cost Operating Cost Expenditure that will benefit a single period’s operations (one fiscal year) E.g., cost of patching software to correct breaches in the fiscal year Capital Investment Expenditure that will benefit for several periods (Appears in balance sheet) E.g., purchase of an IDS system (+ personnel cost) Expect to work at least next few years

Cyber security Cost Capital investments lose their economic values Portion of the investment that has been lost during a particular period is charged to that period In practice, the distinction is not straightforward Some argue Most Cyber security expenditure are operating costs However, they have spill over effect – hence could be treated as capital investment Middle ground!!

Cyber security Cost : In practice Most org. treat cyber security expenditure as Operating costs Accounting and tax rules allow/motivate By expensing these costs in the year of expenditure, tax savings are realized immediately Distinction is good (recommended) From planning perspective A good approach View all as capital investments with varying time horizons OC becomes a special case of CI

Cost (C) vs. Benefit (B) Assume B and C can be assessed for different level of cyber security activities Organization’s goals should be Implement security procedures up to the point where (B-C) is maximum Implementing beyond that point means The incremental costs > the incremental benefits Net benefit beyond that maximum point is negative

Cost (C) vs. Benefit (B) Cost-Benefit principle Keep increasing security activities as long as the incremental benefits exceed their incremental costs If security activities can be increased in small amounts Such activities should be set at the point where the incremental (cost = benefit)

Cost vs Benefit Total cost/ Total Benefit Net Benefit Total cost (C) Total Benefit (B) Security Activities Security Activities SA* Net Benefit SA* Security activities are increasing at decreasing rate There are diminishing associated marginal benefits Can assume that C has Fixed portion (irrespective of levels of activities) Variable portion (varies with the level of activities) Assume to initially increase at decreasing rate and then increase at increasing rate Would increase security activities till SA*

Net Present Value Model C and B can be quantified in terms of Net Present Value (NPV) NPV Financial tool for comparting anticipated benefits and costs voer different time periods Good way to put CBA into practice

Net Present Value Model To compute NPV, First discount all anticipated benefits and costs to today’s value or present value (PV) NPV = PV – Initial cost of the project Key aspect of NPV model Compare the discounted cash flows associated with the future benefits and costs to the initial cost of an investment All costs are in monetary unit

Net Present Value Model NPV model is most easily considered in terms of incremental investments Realistic situation is Some level of security is already in place (e.g., basic firewalls, access controls) It can be used to compare the incremental costs with incremental benefits associated with increases in SA C o : Cost of initial investment B t and C t : anticipated benefits and costs, resp., in time period t from the additional security activities k : Discount rate, which is usually considered an organization’s cost of capital It indicates the minimum rate a project needs to earn in order that the organization’s value will not be reduced

Net Present Value Model NPV greater than zero Accept the incremental security activities NPV less than zero Accept the incremental security activities NPV = zero Indifference k can be used to model risk

Internal Rate of Return (IRR) Model Also known as economic rate of return IRR: Is the discount rate that makes the NVP = zero, thus: Decision IRR > k, accept the SA IRR < k, reject IRR = k, indifference To select security investments NVP ranking is preffered than IRR ranking

Must-do Projects Some SA are required by law and hence must be done Irrespective of IRR/NVP Example HIPAA compliance requirements Safeguards must be in place to provide authorized access to patient information Many outsource SA

Example 1 Organization wants a new IDS Initial investment is $200,000 Beginning of the first period Expected to have a two-year useful life Annual increment benefits generated from the investment is estimated = $400,000 Annual incremental operating cost for the system is estimated to be $100,000. Discount rate: 15%

Example 1 What happens if useful life is one year?

Example 1

Example 2 Initial investment is $280,000 Beginning of the first period Expected to have a two-year useful life Annual increment benefits generated from the investment is estimated = $400,000 Annual incremental operating cost for the system is estimated to be $100,000. Discount rate: 15%

Example 2 What happens if useful life is one year?

Example 2

More on k Higher k means lower NVP Attractiveness of SA will be related to k Most corporations use weighted-average cost of capital (WC) in discounting future cash flows For risky projects, some premiums may be added E.g., WC = 15 and k = 20

Example 1 and 2

Return on Investment ROI is essentially Last period’s annual profits divided by cost of the investment required to generate the profit ROI viewed as Historical measure of performance used for evaluating past investments NPV & IRR Performance measures used to make decisions about potential new investments Unlike IRR, ROI technically does not consider time value of money

Return on Investment ROIs for the two examples Example 1: 300K/200K * 100% = 150% Example 2: 300K/280K * 100% = 107% ROI assumes that The investment will continue to produce returns of $300 for year 2, 3, 4 & beyond Dramatically overstates the economic rate of return. The more that the returns persist, the better the ROI is an approximation of the IRR If 300K net benefit could go on forever, the ROI = IRR Survey shows, Many managers are using ROI acronyms to represent IRR

Survey