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Peak LAN Project. Kirk Baringer Meagan Beeman Allison Benton Yolanda Boyd Thomas Guess. Project Information. Peak Systems, located in Meridian, Louisiana Information Systems Consultants Project: City of Meridian’s social welfare agency Goal: to build complete Local Area Network (LAN)
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Peak LAN Project Kirk Baringer Meagan Beeman Allison Benton Yolanda Boyd Thomas Guess
Project Information • Peak Systems, located in Meridian, Louisiana • Information Systems Consultants • Project: City of Meridian’s social welfare agency • Goal: to build complete Local Area Network (LAN) • Budget $90,000 to be completed in 26 days
Project Team Risk • Team Size • Three people • Team Composition • Project Manager and two interns • Is this enough manpower?
Project Team Risk • Team Size • Three people • Team Composition • Project Manager and two interns • Is this enough manpower?
Project Team Risk • Team Size • Three people • Team Composition • Project Manager and two interns • Is this enough manpower?
Budget Risk • Established budget is $90,000 • Do not cut corners • Cheaper Hardware • Hardware and Software compatibility • Hardware reliability • Is this a realistic budget?
Timeline Risk • Project complete in one month • Allot of hardware • Hardware • Locating and purchasing • Delivery • Testing • Multiple suppliers • Is this enough time?
External Access Risk • Security • Wired always better • Privacy Act information • Wireless less secure • Physical vs. internet based database • Database corruption
User Account Risk • List must be accurate • Names, roles, and permissions • Log on problems • Access problems • Earlier enough in project
Risk Assessment • Mapping out risks can be beneficial for a project. • Helps prepare a team for what might occur. • Scenario analysis is the most commonly used technique for analyzing risks.
Project Team Risk Risk Management Matrix
Team Size • Add personnel if needed • Sub-contract if within budget • Use the workload compared to the timeline as the trigger • Responsibility lies with both, Peak and the City of Meridian
Team Budget • Increase the budget if possible or downsize the scope • Negotiate the budget with the city of Meridian • When it becomes obvious the budget is too small - trigger • Responsibility lies with both, Peak and the City of Meridian
Availability of SW & HW • Send our multiple bids to suppliers of needed SW & HW • Research whether extras can be ordered and held/returned • If there are shortages this is an immediate trigger • The Peak project manager is solely responsible for this
Secure external/internal access • Frequently test to ensure the system is working and secure • Establish alternate ways for remote employees to access • Earliest point system is tested and fails - trigger • Responsibility lies with Peak project manager
Priorities: Authorizations/user log on • Stand-by system while transitioning to new LAN • Work weekends and during non-peak hours to test • Establish secondary server for temporary back-up • Test LAN early and often; if it fails - trigger • Responsibility lies with Peak project manager
Performing Monte Carlo Simulation • A Monte Carlo simulation helps predict risk by using data to predict trends • Performing a risk analysis will assist both PEAK and the City of Meridian in determining if the LAN project can be completed on time and within budget • Having statistical data will allow the project manager to make sound decisions
Benefits of Monte Carlo Simulation • Allows for testing of theories before launching the LAN project • Provides statistical validity to the City by measuring probability that the project will meet its stated goals • Reveals trends that can be modified to decrease risk • Assists the project manager in communicating ways that the project can be restructured for enhanced quality, efficiency and cost
Steps to Perform • Define the problem to be solved • Can project be completed on time and within budget? • Define the drivers/variables of the problem • What might some of the delays and hidden costs be?
Steps Cont. • Define the uncertainty for the variables • Assign best, most likely and worst case estimates to the identified variables • Analyze the model using simulation • Create a model that will compute the assigned formulas to create estimates