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Computer-aided
Online Consumer Panel
Simulation
Sketch of First Version
Introduction
● Brief description of the parameters, variables
and functions (VP&F)
● Diagrams
Calculation of Main Parameters
Universe Baseline
Inputs:
- Desired average
response rate
- Baseline period
Preliminary
assignment of
response rates to
Panelist instances
Average
Response Rate
Equal to desired
one for several
iterations?
No
Yes
Recalculate
again
Outputs:
- Parameters to run
successive
universes so that rr
is constant
Exposure Rate Calculation
Inputs:
- Universe Baseline
- “Typical” project
- Expected outcome
of “Typical” project
Preliminary
sampling/interview
for a typical project
assuming days in
week using an
Exposure rate
Is there a rate
for which we
obtain the
Expected
outcome?
No
Yes
Recalculate
again
Outputs:
- An Exposure Rate
at asymptotic
behaviour
Sketch of events
at each tracking
iteration
Recruits
Purges
Excluded
Universe
Eligible
To Sampling
To Interview
Got a status?
Sample
Yes
No
Instance
lifetime
Panelist:
Attribute initialization
and assignment of
response rate
If sample still active
(not end of fieldwork)
and or target hasn’t
been reached...
(incidence, exposure, etc)
(response rate)
End of
Exclusion
● Exploratory demo
○ First overview of model and potential
● Pending: better version with better data...
● More info about project:
○ slideshare.net/evaristoc
○ github.com/evaristoc
Remarks
Some Model’s Details
VP&F: Panelist; Response Rate
Class Panelist:
● Some attributes included:
○ unique identification (indid)
○ “response rate” assignment
○ status in panel: active or inactive (“purged”)
○ “response statuses” (completed survey, quotafull, screenout, etc)
○ “elimination” period
Response Rate model:
● arbitrary approximation to what have been observed in field
● simple concept (assumes business rules touches/invites); fixed
● assigned to each Panelist randomly following a sketched distribution:
○ Two betas: one for “bad” respondents and another for “good” ones
VP&F: Recruits; Purging
Recruits model:
● List of Panelist unique instances with assigned response rate
● Fixed amount per iteration cycle (eg 2000 initializations)
Purging model:
● A priority queue: FIFO and then importance sampling
○ Active universe (see Universe) ordered by entry, the “older” ones
evaluated first
○ Then purging by sampling over response rate: the higher the response
rate, the higher the chance of staying
● Assumes:
○ Older ones leave first but higher response => higher Loyalty
○ Number of Purged = Number of Recruits (i.e. fixed amount)
VP&F: Universe, Eligible
Universe model:
● List of active instances at each cycle of Recruits and Purgings
Universe baseline model:
● Used to calculate the parameters associated to Response Rate model,
particularly the relationship between the two beta distributions
○ arbitrary model for demo purposes
○ Calculated using an iterative goal-seeking method
○ Objective is to find consecutive universes which average response
rates stay around a requested value (asymptotic behaviour)
■ universe’s average response rate = (current universe size)-1
* Σ (rr of active instances)
Eligible model:
● The instances available for sampling at each iteration (see Exclusion)
○ It is not purging
VP&F: Sampling, Interviewing
Sampling model:
● Sampled instances extracted from Eligible
● Assumes:
○ Quota Sampling: surveying stops if a fixed number of completes
(“target”) is reached
○ Sample size calculation based on business rules and previous
performance (eg. see http://www.slideshare.net/drkellypage/pagek-marketing-researchwk61)
Interviewing model:
● Conditioned Bernoulli rules hierarchy to assign response statuses
VP&F: Exclusion
Exclusion (or Elimination) model:
● Temporary inactivation for sampling (“flagging”) of an active Panelist
instance
● Used in real practice to avoid recall bias
● Inactivation period usually defined following best practices rules and based
on last response status
○ In this work, implemented as a reverse counter that updates per
iteration and with Panelist response status as parameter
○ Arbitrary values for demonstration only
Tracking model:
● The core of the experiment; complex
● Describes typical operations to reach quota target during a determined
period of time (eg. DAYS of WEEK) called fieldwork
● Assumes:
○ Quota sampling over a specific demographic (eg. “young males”)
○ Each iteration represents a fieldwork; a nested one for days
○ Target reached either with one or more samples per fieldwork
○ Any additional sample during a fieldwork is called “batch” or “extra”
○ Eg. constraints that might enter the formula for sample size calc.:
■ Incidence (measures of the product penetration in universe;
usually given)
■ Exposure (see below)
VP&F: Tracking
VP&F: Exposure
Exposure model:
● A proposal for this project
● Measures the inability to reach the whole sample at once; supported by
empirical evidence
● Also a measure of technology effect over survey access
● Hypergeometric-family dist: instances in sample without a response status
will be resampled according to the exposure parameter until sample
turns inactive (in DAYS of fieldwork)
● Assumes:
○ Constant
○ Example of how to estimate it: Using a referential experiment
■ iterative procedure using a goal-seeking method over a simple tracking experiment
■ simple tracking experiment should be a typical one; the one given here is arbitrary

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Online Consumer Panel simulator - demo: Project Description

  • 2. Introduction ● Brief description of the parameters, variables and functions (VP&F) ● Diagrams
  • 3. Calculation of Main Parameters Universe Baseline Inputs: - Desired average response rate - Baseline period Preliminary assignment of response rates to Panelist instances Average Response Rate Equal to desired one for several iterations? No Yes Recalculate again Outputs: - Parameters to run successive universes so that rr is constant Exposure Rate Calculation Inputs: - Universe Baseline - “Typical” project - Expected outcome of “Typical” project Preliminary sampling/interview for a typical project assuming days in week using an Exposure rate Is there a rate for which we obtain the Expected outcome? No Yes Recalculate again Outputs: - An Exposure Rate at asymptotic behaviour
  • 4. Sketch of events at each tracking iteration Recruits Purges Excluded Universe Eligible To Sampling To Interview Got a status? Sample Yes No Instance lifetime Panelist: Attribute initialization and assignment of response rate If sample still active (not end of fieldwork) and or target hasn’t been reached... (incidence, exposure, etc) (response rate) End of Exclusion
  • 5. ● Exploratory demo ○ First overview of model and potential ● Pending: better version with better data... ● More info about project: ○ slideshare.net/evaristoc ○ github.com/evaristoc Remarks
  • 7. VP&F: Panelist; Response Rate Class Panelist: ● Some attributes included: ○ unique identification (indid) ○ “response rate” assignment ○ status in panel: active or inactive (“purged”) ○ “response statuses” (completed survey, quotafull, screenout, etc) ○ “elimination” period Response Rate model: ● arbitrary approximation to what have been observed in field ● simple concept (assumes business rules touches/invites); fixed ● assigned to each Panelist randomly following a sketched distribution: ○ Two betas: one for “bad” respondents and another for “good” ones
  • 8. VP&F: Recruits; Purging Recruits model: ● List of Panelist unique instances with assigned response rate ● Fixed amount per iteration cycle (eg 2000 initializations) Purging model: ● A priority queue: FIFO and then importance sampling ○ Active universe (see Universe) ordered by entry, the “older” ones evaluated first ○ Then purging by sampling over response rate: the higher the response rate, the higher the chance of staying ● Assumes: ○ Older ones leave first but higher response => higher Loyalty ○ Number of Purged = Number of Recruits (i.e. fixed amount)
  • 9. VP&F: Universe, Eligible Universe model: ● List of active instances at each cycle of Recruits and Purgings Universe baseline model: ● Used to calculate the parameters associated to Response Rate model, particularly the relationship between the two beta distributions ○ arbitrary model for demo purposes ○ Calculated using an iterative goal-seeking method ○ Objective is to find consecutive universes which average response rates stay around a requested value (asymptotic behaviour) ■ universe’s average response rate = (current universe size)-1 * Σ (rr of active instances) Eligible model: ● The instances available for sampling at each iteration (see Exclusion) ○ It is not purging
  • 10. VP&F: Sampling, Interviewing Sampling model: ● Sampled instances extracted from Eligible ● Assumes: ○ Quota Sampling: surveying stops if a fixed number of completes (“target”) is reached ○ Sample size calculation based on business rules and previous performance (eg. see http://www.slideshare.net/drkellypage/pagek-marketing-researchwk61) Interviewing model: ● Conditioned Bernoulli rules hierarchy to assign response statuses
  • 11. VP&F: Exclusion Exclusion (or Elimination) model: ● Temporary inactivation for sampling (“flagging”) of an active Panelist instance ● Used in real practice to avoid recall bias ● Inactivation period usually defined following best practices rules and based on last response status ○ In this work, implemented as a reverse counter that updates per iteration and with Panelist response status as parameter ○ Arbitrary values for demonstration only
  • 12. Tracking model: ● The core of the experiment; complex ● Describes typical operations to reach quota target during a determined period of time (eg. DAYS of WEEK) called fieldwork ● Assumes: ○ Quota sampling over a specific demographic (eg. “young males”) ○ Each iteration represents a fieldwork; a nested one for days ○ Target reached either with one or more samples per fieldwork ○ Any additional sample during a fieldwork is called “batch” or “extra” ○ Eg. constraints that might enter the formula for sample size calc.: ■ Incidence (measures of the product penetration in universe; usually given) ■ Exposure (see below) VP&F: Tracking
  • 13. VP&F: Exposure Exposure model: ● A proposal for this project ● Measures the inability to reach the whole sample at once; supported by empirical evidence ● Also a measure of technology effect over survey access ● Hypergeometric-family dist: instances in sample without a response status will be resampled according to the exposure parameter until sample turns inactive (in DAYS of fieldwork) ● Assumes: ○ Constant ○ Example of how to estimate it: Using a referential experiment ■ iterative procedure using a goal-seeking method over a simple tracking experiment ■ simple tracking experiment should be a typical one; the one given here is arbitrary