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RE: [gnso-wpm-dt] Introduction to draft Work Prioritization model

  • To: Stéphane Van Gelder <stephane.vangelder@xxxxxxxxx>, "Liz Gasster" <liz.gasster@xxxxxxxxx>
  • Subject: RE: [gnso-wpm-dt] Introduction to draft Work Prioritization model
  • From: "Gomes, Chuck" <cgomes@xxxxxxxxxxxx>
  • Date: Sun, 22 Nov 2009 20:38:22 -0500

I agree that it is desirable to minimize the human element but I suspect
that we will be limited in how far we can do that.
 
Chuck


  _____  

From: owner-gnso-wpm-dt@xxxxxxxxx [mailto:owner-gnso-wpm-dt@xxxxxxxxx] On
Behalf Of Stéphane Van Gelder
Sent: Saturday, November 21, 2009 9:39 AM
To: Liz Gasster
Cc: gnso-wpm-dt@xxxxxxxxx
Subject: Re: [gnso-wpm-dt] Introduction to draft Work Prioritization model


Thanks for that work Liz, it's impressive. 

I like the work prioritization construct you propose. The graph setup seems
extremely clear and easy to read.

On the other hand, I am less sure about the execution model. Whether it be
poling each single councillor or in groups, we are basically asking people
to rank according to their own priorities rather than use a, dare I use the
word, scientific ranking method. As I am out of my field of expertise here,
it may simply be that there is no mathematical or scientific model to allow
us to rank our projects. But I would like to get as far away from the human
element in this as possible so that we end up with a prioritization schedule
that leaves nothing to chance  and that is based purely on models.

What do others think?

Thanks,

Stéphane


Le 20 nov. 2009 à 21:42, Liz Gasster a écrit :



Work Prioritization Team: 

As a way to help bring everyone to the same level on the GNSO Work
Prioritization project, I have attempted to consolidate various emails and
organize our latest thinking into a single document.    Again, this is a
suggested draft starting place offered by staff and the group is encouraged
to modify it as you feel appropriate.  There are three sections as follows: 

1)      Recommended construct and methodology (see also attached
spreadsheet)
2)      Draft definitions for two dimensions 
3)      Procedural questions to be considered

1)      Recommended construct and methodology

For this effort, Staff is envisioning a two dimensional matrix or chart
(X,Y) to help the GNSO Council graphically depict its work prioritization.
This concept is based on having each discrete project rated on two
dimensions:  Value/Benefit (Y axis) and Difficulty/Cost (X axis).   Section
2 below outlines the preliminary draft definitions for each dimension (or
axis), so we will concentrate in this section on what the chart means, how
it would be produced, and the rating/ranking methodology including sample
instructions. 

Illustration:   The chart below shows 8 illustrative projects (simply
labeled ABC, DEF, GHI, etc.) plotted on two dimensions:  Value/Benefit (Y
axis) and Difficulty/Cost (X axis).  In this sample depiction, Q1, Q2, Q3,
and Q4 represent four quadrants which are drawn at the midpoints of each
axis (arbitrarily set to 10).   Thinking about Value/Benefit versus
Difficulty/Cost, Q1 includes those projects that have the highest value and
lowest cost; whereas, Q4 would contain projects with the lowest value and
highest cost.   Project ABC, in this example, is ranked 3.25 on Difficulty
and 7.75 in Value; therefore, it is located squarely in Q1.   Conversely,
project GHI, is rated 7.75 on Difficulty, but only 1.00 on Value and is
thereby placed in Q4.  

<image001.png>


How do the projects end up with these individual X, Y coordinates that
determine their placement on the chart? 

There are several options for rating/ranking individual projects.   We will
look specifically at two alternatives below: 

Rating Alternative A: 

One option is to ask each Council member, individually and separately, to
rate/rank each project on both dimensions.   Even with this alternative (and
B following), there are different methods possible, for example, (1) place a
ranking from 1 to n for each project under each column, or (2) use something
a bit simpler, e.g. High, Medium, and Low to rate each project relative to
the others.   Since it is arguably easier to rate each project as H, M, or L
versus ranking them discretely from 1 to n, we will illustrate the former
approach here.   Keep in mind that an ordinal ranking methodology would
simply substitute a number (from 1 to 8 in our example) instead of the
letters H, M, or L. 

Directions:    Rate each project on a scale of HIGH, MEDIUM, or LOW for each
dimension (Value/Benefit, Difficulty/Cost), but keep in mind that the rating
should be relative to the other projects in the set.   There are no fixed
anchors for either dimension, so raters are asked to group projects as LOW,
MEDIUM, or HIGH compared to each other.   A HIGH ranking on Value simply
means that this project is perceived to provide significantly greater
benefit than projects ranked as MEDIUM.   

If there are 20+ raters, we could provide a simple blank matrix and ask them
to provide their individual scorings.   For example, assume that the matrix
below is one individual?s ratings for all 8 illustrative projects: 


PROJECT
VALUE/BENEFIT
DIFFICULTY/COST

ABC
L
H

DEF
L
M

GHI
H
L

JKL
M
M

MNO
L
L

PQR
H
H

STU
M
M

VWX
M
L

Once we have all results submitted (could be simple Word, Excel, or even
Text Email) from all individual raters, Staff would convert each LOW to a
Score of 1, MEDIUM = 5.5, and HIGH = 10 (see attached spreadsheet, Rankings
tab).    We would then average the rankings for all raters and produce a
chart as shown in the attached spreadsheet (see Summary tab).   Note:  We
only used 4 raters in the spreadsheet for illustrative purposes, but it is
trivial to extend to as many raters as we decide to involve.   

Rating Alternative B: 

Instead of asking each Council member to rate/rank each project
individually, the Council could use a grouping technique (sometimes referred
to as ?DELPHI?).  For example, suppose we set up 4 teams based upon existing
Stakeholder Group structures as follows:  

            Team1:           CSG  = 6
            Team2:           NCSG = 6
            Team3:           RySG (3) + RrSG (3)  = 6
            Team4:           Others (NCA, Liaison) = 4-5

Using this approach, we would have 4 small teams and we would ask for a
single CONSENSUS score sheet from each one (whether ordinally ranked or
rated H, M, or L).   Then, we would average those results to produce the
overall chart (similar to the example in the spreadsheet).   We should make
it clear that we are discouraging teams from individually rating and
averaging their own results.   The benefit, from this modified DELPHI
approach, is that individuals (especially new Council members) can learn
from each other and develop, collectively, what they think the most
appropriate answer should be.   

The above methodologies are subject to further discussion.  Ultimately, the
Council will need to decide:

1)      What work prioritization construct should be utilized (we have
suggested a simple two dimensional Risk/Cost vs. Value/Benefit displayed in
a four quadrant model)?   
2)      How should it be executed, e.g. participation, consensus ranking
(Delphi), individual ratings averaged, etc.?  

2)      Draft definitions for the X, Y dimensions

Staff proposes the following starting definitions for the axes in this
conceptual model. 

X ? Difficulty/Cost ? this dimension relates to perceptions of complexity
(e.g. technical), intricacy (e.g. many moving parts to coordinate), lack of
cohesion (e.g. many competing interests), and, therefore, overall cost/time
to develop a recommendation.  We could have ? but chose not to ? create a
third axis to indicate the amount of time required.  This adds complexity
and we decided that initially we would include the concept of time into the
definition for level of difficulty.

Y ? Value/Benefit ? this dimension relates to perceptions of benefit to
ICANN and its stakeholders in terms of internet growth/expansion, enhancing
competitiveness, increasing security/stability, and improving the user
experience. 

Please feel free to word-smith the above descriptions?

3)      Procedural questions to be considered

Once the matrix is developed and all projects plotted, what should the
Council do with the results?   This is an important question to answer
BEFORE the rating/methodology are finalized and executed. 

The Council should discuss and decide questions such as:

1)      How often should it be exercised and/or what event triggers an
analysis? 
2)      What decisions or outcomes are expected from the process? 


Please let me know if we can provide any additional assistance prior to and
during the upcoming conference call on Monday. 

Thanks and regards,

Liz




<GNSO Work Prioritization (KBv5).xls>


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