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NEW QUESTION: 1
The Clark-Wilson Integrity Model (d. Clark, d. Wilson, A Comparison of Commercial and Military Computer Security Policies, Proceedings of the 1987 IEEE Computer Society Symposium on Research in Security and Privacy, Los Alamitos, CA, IEEE Computer Society Press, 1987) focuses on
what two concepts?
A. Separation of duty and well-formed transactions
B. Capability lists and domains
C. Least privilege and well-formed transactions
D. Well-formed transactions and denial of service
Answer: A
Explanation:
The Clark-Wilson Model is a model focused on the needs of the commercial world and is based on the theory that integrity is more important than confidentiality for commercial organizations. Further, the model incorporates the commercial concepts of separation of duty and wellformed transactions. The well-formed transaction of the model is implemented by the transformation procedure (TP.)ATP is defined in the model as the mechanism for transforming the set of constrained data items (CDIs) from one valid state of integrity to another valid state of integrity. The Clark-Wilson Model defines rules for separation of duty that denote the relations between a user, TPs, and the CDIs that can be operated upon by those TPs. The model talks about the access triple that is the user, the program that is permitted to operate on the data, and the data. The other answers are distracters.

NEW QUESTION: 2
Dan Draper, CFA is a portfolio manager at Madison Securities. Draper is analyzing several portfolios which have just been assigned to him. In each case, there is a clear statement of portfolio objectives and constraints, as welt as an initial strategic asset allocation. However, Draper has found that all of the portfolios have experienced changes in asset values. As a result, the current allocations have drifted away from the initial allocation. Draper is considering various rebalancing strategies that would keep the portfolios in line with their proposed asset allocation targets.
Draper spoke to Peter Sterling, a colleague at Madison, about calendar rebalancing. During their conversation, Sterling made the following comments:
Comment 1: Calendar rebalancing will be most efficient when the rebalancing frequency considers the volatility of the asset classes in the portfolio.
Comment 2: Calendar rebalancing on an annual basis will typically minimize market impact relative to more frequent rebalancing.
Draper believes that a percentage-of-portfolio rebalancing strategy will be preferable to calendar rebalancing, but he is uncertain as to how to set the corridor widths to trigger rebalancing for each asset class. As an example, Draper is evaluating the Rogers Corp. pension plan, whose portfolio is described in Figure 1.

Draper has been reviewing Madison files on four high net worth individuals, each of whom has a $1 million portfolio. He hopes to gain insight as to appropriate rebalancing strategies for these clients. His research so far shows:
Client A is 60 years old, and wants to be sure of having at least $800,000 upon his retirement. His risk tolerance drops dramatically whenever his portfolio declines in value. He agrees with the Madison stock market outlook, which is for a long-term bull market with few reversals.
Client B is 35 years old and wants to hold stocks regardless of the value of her portfolio. She also agrees with the Madison stock market outlook.
Client C is 40 years old, and her absolute risk tolerance varies proportionately with the value of her portfolio. She does not agree with the Madison stock market outlook, but expects a choppy stock market, marked by numerous reversals, over the coming months.
Which of the following statements is most accurate regarding rebalancing strategies? The constant:
A. mix strategy has a concave payoff curve and a multiplier less than 1.
B. proportion strategy has a concave payoff curve and a multiplier greater than 1.
C. proportion strategy has a convex payoff curve and a multiplier less than 1.
Answer: A
Explanation:
Explanation/Reference:
Explanation:
The constant mix strategy has a concave payoff curve and a multiplier between 0 and 1. The return on the portfolio using this strategy will increase at a declining rate when stocks go up, and decrease at an increasing rate when stocks go down. The constant proportion strategy has a convex payoff curve and a multiplier greater than 1. The return on a constant proportion portfolio will increase at an increasing rare when stocks go up, and decrease at a declining rate when stocks go down. (Study Session 16, LOS 46.i)

NEW QUESTION: 3
With the optimizing process, the organization has the means to identify the weakest elements of the process and to fix them.
A. True
B. False
Answer: A

NEW QUESTION: 4
How can a custom type be identified as unique when added to a Set?
A. Methods in the class must be static
B. The class must have a method with the @InvocableMethod annotation
C. Methods in the class must be global
D. The class must implement the Equals and Hashcode methods
Answer: D