web site delays: how slow can you go? presented by dennis f. galletta university of pittsburgh...

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Web Site Delays: How Slow Can You Go? Presented by Dennis F. Galletta University of Pittsburgh Co-authors: Raymond Henry Scott McCoy Peter Polak

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Web Site Delays: How Slow Can You Go?

Presented by Dennis F. GallettaUniversity of Pittsburgh

Co-authors:Raymond HenryScott McCoyPeter Polak

Background Online consumer spending: $4

billion/month (Forrester, Oct. 2002)

only 1% of overall consumer spending! (US Bureau of Economic Analysis, 2002)

Majority of users attempt to find product information, but have problems (GVU, 1999)

Failure to find the products Need repeated clicks due to confusing or

disorganized sites Delay (“World Wide Wait”)

What is the difficulty? Speed (or lack of it) is probably the core

problem (Lightner & Bose, 1996)

Delay makes each click very “costly” (Shneiderman 1998)

Extra clicks on hyperlinks are a result of: Web site depth (clicks from top to final node) Failing to click on the proper link

Unfamiliarity with site’s structure Unfamiliarity with site’s terminology

Benefits of Speed

Some practitioners have studied the problem of delay Most popular sites are the fastest ones Nielsen

(1999)

Improving page load speeds from 8 seconds and up to 2-5 seconds doubles site traffic (Wonnacott, 2000)

Page loading delay of 8 seconds and up costs the economy $4.35 billion per year (Zona, 1999)

Delay: Can’t Be Solved by High-Speed Broadband Causes of delay:

Congestion At user’s host At user’s LAN At server

Excessive data Misconfiguration And yes, narrow bandwidth

We now have global waiting lines! To keep up the speed, multiple servers are used

(Google example)

Future Prospects are Bleak

Only 14% of U.S. households have high-speed broadband now (Dataquest, 2002)

By 2005, 36% will have high-speed (Media Metrix, 2001)

But network traffic growth continues to outgrow upgrades in bandwidth (Sears & Jacko, 2000; Nielsen, 1999)

Expanding broadband population can require server upgrades (Connolly, 2000)

Research Questions

Which “rule of thumb” can be supported?

In research examining speed, what threshholds should be used?

Is there a diminishing impact of additional delay? Is the distribution linear or curvilinear?

What factors interact with delay?

Speed (response time) A factor in usability for a long time Effects of long response time:

dissatisfaction (Lee & MacGregor, 1985)

feelings of being lost (Sears, et al. 2000)

low user performance (Butler, 1983)

low productivity (Dannenbring, 1983)

Negative outcomes can reflect on the site itself If cause appears unnecessary (gratuitous graphics) If delays are longer than expected or unpredictable If there is no status information (Dellaert & Kahn, 1999)

What is tolerable? Many numbers have been used as the maximum delay

Some studies imposed delays of minutes! 15 seconds: “disruptive” (Shneiderman, 1998)

12 seconds: “intolerable” (Hoxmeier & DiCesare, 2000)

10 seconds: “loss of interest” (Ramsay et al., 1998)

8 seconds (commonly targeted): “psychological and performance consequences” (Kuhmann, 1989) (also see Hoxmeier & DiCesare 2000, Ramsay et al. 1998, Zona 1999, Shneiderman, 1998)

2 seconds: “loss of conversational nature” (Miller, 1968)

Miller’s 2 second rule has been a “gold standard” for decades (Nielsen, 1999)

These delays are all plausible as a maximum

Behavioral Outcomes of Long Delay

Users become frustrated then seek alternative sites (Ranganathan and Ganapathy, 2002)

Intentions to return are impaired (Galletta et

al., 2002; Hoxmeier & DeCesare, 2000)

Increased frequency of aborting downloads (Rose et al., 2001)

Attitudinal Outcomes of Long Delay Pages were seen as less interesting and

harder to scan (Ramsay et al. 1998)

Perceptions of lower page quality and poorer organization if excessive use of graphics (Jacko et al. 2000)

Impaired satisfaction (Hoxmeier & DiCesare 2000, Carbonell et al. 1968)

Our follow-up shows that effects of long delay are minimized if site follows familiar structure in navigation links and the site is not deep (Galletta et al. 2002)

Performance Outcomes of Long Delay Impaired performance (Carbonell et al. 1968, Goodman & Spence 1978,

Thadhani 1981)

Strongest effects (Galletta et al. 2002, Polak 2002)

Users altered strategies to accommodate system response patterns (Yntema, 1968, Carbonell et al. 1968)

Dramatic performance declines from .7 to 1.5 to 3.2 seconds (Goodman & Spence 1978)

Performance declined when delays exceeded 1 second (Thadhani 1981)

Caution 1: This effect only holds with tasks that are rather simple. (Bergman et al. 1981, Butler 1983)

Caution 2: Errors are less of an aggravation with fast response (Dannenbring 1984)

Study I: Methodology Lab experiment Delays of 0, 2, 4, 6, 8, 10, and 12 seconds were

randomly assigned Delays chosen to represent values well above

maximum of 8 often recommended Longer delays would not be justified by the

modest graphical content (Sears & Jacko 2000)

Two sites: one “familiar” and one “unfamiliar”

Experimental Design

Two sites per user, each saw one familiar and one unfamiliar site, half UF and half FU (completely counterbalanced)

Delay was a between-subjects factor

Instruments Attitudes: 6 items, 9-point scale (alpha

= .86) (one was dropped) Items adapted from the QUIS instrument (from

Chin’s thesis and Shneiderman 1998) Behavioral Intentions: 2 items, 7-point scale

(alpha = .94) Items developed for this study

Performance: 9 dichotomous search tasks (KR-20 = .90) Items developed for this study

Subjects

32 subjects in pre-test 196 Undergraduate Business majors

volunteered for main study (nearly 100%)

Instructors offered extra credit Randomly assigned to treatments

Procedure

Web sites created on CD to control response times

Labs contained identical computers Javascript program on each page

assigned a delay based on a “cookie” set by a packet code

Results – Best View is Visual

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8

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Performance Attitudes

BehavioralIntentions

Results of Regressions: Both Sites

Dependent Method R2 d.f. F Sig b0 b1

Performance Logarithmic 0.019 390 7.36 0.007 7.0908 -0.3213

Performance Linear 0.017 390 6.84 0.009 7.2518 -0.0966

Attitudes Logarithmic 0.052 390 21.37 0 27.2138 -2.3246

Attitudes Linear 0.050 390 20.67 0 28.4685 -0.7133

Intentions Logarithmic 0.079 390 33.67 0 5.4628 -0.73

Intentions Linear 0.064 390 26.63 0 5.7321 -0.2041

Results of Regressions: Familiar Site

Dependent Method R2 d.f. F Sig b0 b1

Performance Logarithmic 0.012 194 2.33 0.129 8.8233 -0.0828

Performance Linear 0.018 194 3.57 0.06 8.9085 -0.0319

Attitudes Logarithmic 0.155 194 35.54 0 37.5551 -3.246

Attitudes Linear 0.176 194 41.34 0 39.8179 -1.0778

Intentions Logarithmic 0.177 194 41.67 0 7.832 -1.1701

Intentions Linear 0.154 194 35.20 0 8.3439 -0.3399

Results of Regressions: Unfamiliar Site

Dependent Method R2 d.f. F Sig b0 b1

Performance Logarithmic 0.061 194 12.71 0 5.3582 -0.5598

Performance Linear 0.053 194 10.76 .001 5.5952 -0.1614

Attitudes Logarithmic 0.058 194 11.88 .001 16. 8726 -1. 4032

Attitudes Linear 0.037 194 7.39 .007 17.1191 -0. 3489

Intentions Logarithmic 0.050 194 10.27 .002 3.0935 -0.29

Intentions Linear 0.029 194 5.72 .018 3. 1204 -0.0682

Sensitivity Analysis

To find the point at which outcome variables no longer decline significantly

Recursive procedure: Remove the lowest delay Re-run regression

Results: Sensitivity Analysis

0 & up 2 & up 4 & up 6 & up 8 & up

Performance Both Unfamiliar Only *

Attitudes Both Both Familiar Only

Familiar Only

Behavioral Intentions

Both Both

Conclusions Negative impacts from increases in delay follow

a (mostly) consistent pattern The pattern fits a nonlinear curve as expected

(better than linear) Relatively small increases in delay provide

significant effects In general, maximum degradation is reached at

4 second point Exception: maximum degradation of attitudes

seems to be higher for familiar sites (6-8 sec)

Conclusions Obvious tip: minimize page loading time But the tip is especially important when a site

is likely to be unfamiliar That is, if a site is likely to have high

unfamiliarity, speed it up as much as possible If the site is slow, broaden it If a site is likely to have high unfamiliarity,

broaden it If a site has a great deal of familiarity, it can

be slow and relatively deep

Study II – Depth, Breadth and Speed

main effect

2-way interaction

3-way interaction

Speed

Familiarity

Depth

Attitudes

Performance

Behavioral Intentions

H7 H6

H5 H4

H3

H2

H1 H8

Figure 1: Research Model

Manova

All Dependent Variables (att, perf, intentions)

Factor F Sig

Speed 26.4 .000

Familiarity 150.3 .000

Depth 24.3 .000

Speed * Familiarity 13.6 .000

Speed * Depth 4.7 .003

Depth * Familiarity 10.4 .000

Speed * Familiarity * Depth 5.5 .001

Variance Explained

Dependent Variable Adjusted R2

Attitudes .569

Behavioral Intentions .398

Performance .498

Main Effects

All significant Speed: Faster was better Depth: Broad is better Familiarity: Familiar is better

Two-way Interactions – only performance was significant

Figure 2: Performance Interaction Between Familiarity and Depth

0

0.2

0.4

0.6

0.8

1

1.2

Unfamiliar Familiar

Deep Site

Broad Site

Figure 3: Performance Interaction Between Speed and Depth

0

0.2

0.4

0.6

0.8

1

1.2

Deep Broad

Slow Site

Fast Site

Two-way Interactions (concluded)

Figure 4: Performance Interaction Between Speed and Familiarity

0

0.2

0.4

0.6

0.8

1

1.2

Unfamiliar Familiar

Fast Site

Slow Site

Three-Way Interaction

Significant but only for attitudes and performance

Un

famFa

m

0

0.2

0.4

0.6

0.8

1

Figure 5: 3-Way Interaction for Performance

Study III – Two new factors

Speed Variability – variation in loading speed Feedback – graphics and text visibly

loading while page loads Accomplished in “beats”

Results – all studies

Again, speed is of utmost importance If longer than 2 seconds, be especially

careful with familiarity and depth If very fast, sins are forgiven (with

apologies to Dean von Dran!)

Web Site Delays: How Slow Can You Go?

Presented by Dennis F. GallettaUniversity of Pittsburgh

Co-authors:Raymond HenryScott McCoyPeter Polak