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What Is the Cost of One IFPUG Method Function Point? – Case Study

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Software Functional Size Measurement (FSM) methods more and more often are used worldwide as a basis for estimating/measuring the Dedicated Software System (DSS) Development and Enhancement Projects (D&EP) costs. It involves adopting specified per-unit cost measured with regard to the product's functional size unit. In this paper we present a case study on tender competition concerning enhancement of DSS of specific public administration institution in Poland where one of the two potential developers offered possibility to modify such system at the cost of 1 cent per 1 Function Point (FP) of the International Function Point Users Group (IFPUG) method, whereas another one attempted to prove that enhancement at such unit cost was not possible to carry out. The goal of this paper is to analyse likely per-unit costs of the DSS enhancement with regard to 1 IFPUG FP. These issues classify into economics problems of Software Engineering Research and Practice. Keywords: dedicated software systems development and enhancement projects, per-unit cost, software size measurement, functional size measurement, IFPUG method, function point
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What Is the Cost of One IFPUG Method Function Point?
– Case Study
Beata Czarnacka-Chrobot
Department of Business Informatics, Warsaw School of Economics, Warsaw, Poland, bczarn@sgh.waw.pl
Abstract - Software Functional Size Measurement (FSM)
methods more and more often are used worldwide as a
basis for estimating/measuring the Dedicated Software
System (DSS) Development and Enhancement Projects
(D&EP) costs. It involves adopting specified per-unit cost
measured with regard to the product’s functional size unit.
In this paper we present a case study on tender
competition concerning enhancement of DSS of specific
public administration institution in Poland where one of
the two potential developers offered possibility to modify
such system at the cost of 1 cent per 1 Function Point (FP)
of the International Function Point Users Group (IFPUG)
method, whereas another one attempted to prove that
enhancement at such unit cost was not possible to carry
out. The goal of this paper is to analyse likely per-unit
costs of the DSS enhancement with regard to 1 IFPUG
FP. These issues classify into economics problems of
Software Engineering Research and Practice.
Keywords: dedicated software systems development and
enhancement projects, per-unit cost, software size
measurement, functional size measurement, IFPUG
method, function point
1 Introduction
Like any other product, especially of engineering
character, software systems too are characterised by some
attributes that should be subject to measurement. The
main attribute of every product is its size. However,
software engineering cannot boast about such a degree of
maturity with regard to the units intended for product size
measurement (in this case product being software
systems) as other engineering disciplines can (e.g.,
construction engineering where distinct, precise measure,
that is square meter, is being used for the measurement of
the apartment size). This constitutes the main cause of the
problems with reliable and objective estimation and
measurement of such basic attributes of projects aimed at
developing, modifying/enhancing and maintaining
software systems as work effort, total costs, per-unit costs,
execution time or productivity. ”Measurement of software
size (...) is as important to a software professional as
measurement of a building (…) is to a building contractor.
All other derived data, including effort to deliver a
software project, delivery schedule, and cost of the
project, are based on one of its major input elements:
software size.” [1, p. 149].
However, it is not possible to give answer to the
question about above mentioned project’s attributes, in
particular of per-unit cost, without prior adoption of
adequate, i.e., sufficiently reliable and objective, software
system size unit. Among the three measures of software
system sizes being used in practice, that is: (1)
programming units (e.g., source lines of code), (2)
construction complexity units (e.g., object points), and (3)
functionality units, this is just functionality units that now
are the most widely recognised worldwide [2]. This has
been confirmed by the fact they were accepted by the
international standardization organizations: ISO
(International Organization for Standardization) and IEC
(International Electrotechnical Commission) as the only
appropriate units of software system size in the ISO/IEC
14143 norm, which standardizes the concept of the so-
called software Functional Size Measurement (FSM) [3].
As a result of many years’ verification of particular
FSM methods reliability and objectivity, five of them (out
of over 25) were recognised by the ISO and IEC as
complying with the rules contained in the ISO/IEC 4143
norm and accepted as international standards as well.
Those methods include the following:
1. International Function Point Users Group (IFPUG)
Function Point (FP) method (ISO/IEC 20926 standard
[4]).
2. Mark II (MkII) function point method, developed by
the United Kingdom Software Metrics Association,
i.e., UKSMA (ISO/IEC 20968 standard [5]).
3. Netherlands Software Metrics Association (NESMA)
function point method (ISO/IEC 24570 standard [6]).
4. Common Software Measurement International
Consortium (COSMIC) function point method
(ISO/IEC 19761 standard [7]).
5. Finnish Software Measurement Association (FiSMA)
FSM method (ISO/IEC 29881 standard [8]).
The most popular FSM method, at least in Poland, has
been so far the IFPUG function point method ([9]) and
this is the method that in the discussed tender competition
was chosen by the client as a point of reference for the
offered per-unit costs, that is the costs measured with
regard to 1 FP.
It should be mentioned that the IFPUG FP method
offers calculation of function points at two levels [10]: (1)
the so-called unadjusted FP; (2) the so-called adjusted FP.
This is only the level of unadjusted FP that has been
recognised as a standard of the software system FSM by
the ISO/IEC [4]. Calculating the number of adjusted
function points consists in correcting functional size
(number of unadjusted FP) using the so-called VAF
(Value Adjustment Factor), calculated with the use of 14
pre-defined so-called general system characteristics in
order to evaluate the overall complexity of software
system. Its purpose is to adjust the previously determined
functional size to the environment of the specific project
by taking into account the influence of technical and
quality-related requirements on the project. The VAF’s
range is <0.65, 1.35>, which means that it can adjust
functional size by maximum ±35% therefore it does have
influence on the system’s total cost. Since the publishing
of the definition part of the ISO/IEC 14143 norm for the
first time (in 1998), per-unit costs have been measured
with regard to the functional size (as being recognized by
those standardization organizations), i.e., with regard to
unadjusted FP hence further in this paper the IFPUG
function points shall be understood as unadjusted FP.
What’s more, it should be stressed that what is being
considered here are per-unit costs of activities concerning
software system dedicated to the needs of a specific client
which is of significance since in case of commercial
software packages designed for a mass consumer, where
specified number of licences is being sold (e.g., MS
Office), per-unit costs are calculated in a completely
different way. Moreover, these activities make up a
Dedicated Software System (DSS) Development and
Enhancement Project (D&EP), in particular
modification/enhancement of the existing system, and
they do not contribute to maintenance project, in case of
which per-unit costs require analysis of other
benchmarking data resources.
Thus in this paper we present a case study concerning
tender competition for enhancement of the software
system dedicated to specific institution of public
administration in Poland where one of the two potential
developers offered possibility to modify such system at
the cost of 1 cent per 1 IFPUG FP whereas another one
attempted to prove that enhancement of the system at such
unit cost was not possible to carry out. Hence the goal of
this paper is to analyse likely per-unit costs of the
dedicated software system enhancement with regard to 1
FP of the IFPUG method, and in particular to compare the
offered per-unit cost against the selected resources of
benchmarking data.
2 Analysis of data for per-unit costs of
DSS enhancement with regard to 1
IFPUG FP
Per-unit costs of the D&EP (i.e., developing from
scratch or enhancing the existing software systems) are
difficult to estimate if a provider of the dedicated system
does not have at their disposal their own resources of
appropriate benchmarking data, on the basis of which they
would be able to determine their own (organizational) per-
unit costs with regard to 1 IFPUG FP. This results from
the fact that such data depend on a number of specific
factors on a general level including first of all work
costs that vary from country to country as well as type of
project, type of software system, field of system
application and technological environment of project
execution (hardware platform, programming languages
used, etc.) as well as many other factors having an effect
on a large differentiation of development teams
productivity.
However it should be pointed out that relatively few
development organizations possess appropriate resources
of own benchmarking data as the condition to have them
is not only effective implementation of measurement
programmes, what per se is not a frequently found
phenomenon, but having collected such data for relatively
large number of similar projects having been executed in
the past and, additionally, referring them to the right unit
of software system size (see e.g., [11]). Even more such
situation may be found in Poland where FSM methods,
including the IFPUG function point method, have been
employed for relatively short time [9]. This is when the
usefulness of repositories with general data, offered by
organizations such as for example International Software
Benchmarking Standards Group (ISBSG), comes out. It is
worth mentioning that according to C. Jones’s estimations
there are dozen or so resources of benchmarking data for
the discussed types of projects now yet definite majority
of them are not widely available. What is more, part of
them feature data concerning relatively little number of
projects, and also they not always relate to the IFPUG
FP method [12].
2.1 The ISBSG data
2.1.1. The ISBSG data repository
At the moment the ISBSG is an organization that
provides the largest, commonly recognised and accessible
repository containing general benchmarking data for DSS
D&EP whose products are measured with the use of the
IFPUG function point method [13]. The ISBSG is a non-
profit organization that was established in the second half
of the 1990s with the mission to enhance processes of
software projects execution in business entities as well as
in public administration institutions. This mission is being
fulfilled by developing, maintaining and exploiting three
kinds of repositories with benchmarking data. One of
them, the largest one (current version of repository
contains data concerning over 5600 projects from 29
countries), comprises data for development and
enhancement projects. It is normalised in accordance with
the ISO/IEC 15939 standard [14], verified and
representative of current technology.
Data collected in the discussed repository are being
classified by the ISBSG with regard to the following
criteria – they are of importance as they have an effect on
how high are per-unit costs with regard to 1 IFPUG FP
([15][16]):
country where project was undertaken
context of the project, including: type of organization
and business area
type of project, including: type of activities
(enhancement of the system or development of the
system from scratch), purpose of the project and size
of development team
type of product, including: type of application and
product size (in definite majority of cases expressed in
the IFPUG FP)
project execution environment, including:
programming language and hardware platform
project development methods and tools being used.
However, when using data gathered by this
organization one should keep in mind that these data are
rather representative of the above-average projects, which
results from the following facts:
Criteria of data collection for ISBSG repository take
into account only those organizations that use FSM
methods, including the IFPUG FP method above all,
and these organizations are considered more mature
than the others as they accomplish programmes
concerning implementation of software measures.
Data to be included to the ISBSG repository are chosen
by the providers themselves – they may choose projects
that are typical of them as well as projects characterised
by the best attributes.
The ISBSG repository does not include a good deal of
data about really large projects.
However, one has to point up that those data are
subject to rigorous process of verification with regard to
quality. Thus the ISBSG data are valued in the IT
industry while general conclusions coming from their
analysis are consistent with the conclusions resulting
from the analysis of other organizations benchmarking
data repositories.
2.1.2. Per-unit costs according to ISBSG data
The ISBSG produces cyclical analytical reports based
on the data concerning DSS D&EP. What appears of
significance from the perspective of the subject matter
being discussed in this paper is the ISBSG report titled
“Software Project Costs” [17], which analyses the size of
per-unit costs with regard to 1 IPFUG FP. Data analysed
therein indicate that:
1. For definite majority of cases, per-unit costs
measured with regard to the product functional size
unit (1 IFPUG FP) range from USD 300 to USD 1000
per 1 FP, with an average of about USD 750 per 1 FP.
Taking into account all analysed projects, the spread
is from USD 17 to USD 2727 per 1 FP (extreme
values for the so-called outlier projects) while the cost
median is USD 716 per 1 FP. These costs are
measured by taking into account development team
and support personnel (e.g., data base administrators)
they are approx. 15% higher than costs estimated
for development teams only.
2. For definite majority of projects, per-unit costs
measured with regard to the work time unit (1 hour)
range from USD 60 to USD 105 per hour, with an
average of about USD 80 per hour. Taking into
account all analysed projects, on the other hand, the
spread is from USD 7 to USD 570 per hour (extreme
values for the outlier projects) while the cost median
is USD 69 per hour and the mean is USD 84 per hour.
As in the previous case, these are costs measured with
development team and support personnel being taken
into account.
On the basis of the above, the ISBSG recommends
employing the following rules of thumb for the discussed
projects:
1) cost per 1 IFPUG FP ranges from USD 300 to USD
1000, with an average of about USD 750 per 1 FP
2) cost per 1 hour ranges from USD 60 USD to USD
105, with an average of about USD 80 per 1 hour.
What is more, the ISBSG data indicate that PDR
(Project Delivery Rate)
1
median, that is middle value of
1
PDR is the inverse of productivity, being the ratio of the number of
function points to the effort (work effort). Naturally PDR depends on a
the number of person-hours necessary to deliver 1 IFPUG
FP, ranges from about 8 to 11 person-hours per 1 FP
mainly depending on the project type, software system
(product) type, application area and technology
2
. Besides,
productivity is significantly lower (that is PDR is higher)
in case of projects consisting in enhancement of software
systems rather than in case of projects consisting in
developing such systems from scratch [18, pp. 8, 13, 15,
22]. Taking into account those values together with the
cost per hour gives us the spread of costs from USD 480
per 1 FP to USD 1155 per 1 FP, that is on average from
USD 640 to USD 880 per 1 FP, which roughly confirms
the conclusions coming from the above analysis of the
unit cost per 1 IFPUG FP.
Moreover, if project is executed by an outside
provider, one should differentiate internal per-unit costs
(provider’s per-unit work costs) from external ones (per-
unit costs offered by provider to a client, including profit
as well). According to the ISBSG, the latter usually
exceed internal per-unit costs by 2.5 to 3 times, and in
big corporations even by 6 times [19, p. 128].
Per-unit cost measured with regard to 1 IFPUG FP for
given types of applications reads for example as follows:
web and content management applications – USD 800
per 1 FP, CRM and administration applications USD
400 per 1 FP, report generators – USD 200 per 1 FP.
2.2 Other sources of benchmarking data
As mentioned above, per-unit costs of DSS D&EP
with regard to 1 IFPUG FP depend on numerous factors,
which has been the subject of studies carried out by
Capers Jones, among others (see e.g., [20, pp. 24-26]). In
Table 1 and in Table 2 we present how those costs
depend on work costs that vary from country to country.
On the other hand, Table 3 shows the so-called
effectiveness of exemplary programming languages and
several tools, by which we understand the average
number of source lines of code required to deliver 1
IFPUG FP depending on the programming language/tool
being used.
Table 1. Countries with the highest average per-unit costs
(per 1 IFPUG FP) in USD
No. Country Per-unit costs (per 1
IFPUG FP)
1. Japan 1600
2. Sweden 1500
3. Switzerland 1450
4. France 1425
5. United Kingdom 1400
6. Denmark 1350
7. Germany 1300
8. Spain 1200
9 Italy 1150
10. USA 1000
Source: [21, p. 29].
number of factors there are nearly 50 such factors mentioned in the
ISBSG repository.
2
In this case median is a value more reliable than arithmetic mean as
the impact of several atypical (the so-called outlier) projects is thus
avoided.
Table 2. Countries with the lowest average per-unit costs
(per 1 IFPUG FP) in USD
No. Country Per-unit costs (per 1 IFPUG
FP)
1. India 125
2. Pakistan 145
3. Poland 155
4. Hungary 175
5. Thailand 180
6. Indonesia 185
7. Venezuela 190
8. Columbia 195
9 Mexico 200
10. Argentina 250
Source: [21, p. 30].
Table 3. Programming languages table – fragment for
the selected languages and tools*
Programming language/tool Average number of lines of
code per 1 IFPUG FP
Assembly languages 320
C 128
Basic (interpreted) 128
COBOL 107
FORTRAN 107
Basic (compiled) 91
Pascal 91
PL/I 80
Ada83 71
Lisp 64
Prolog 64
C++ 53
Java 53
Ada95 49
AI Stell 49
Visual Basic 32
Delphi 29
Smalltalk 21
HTML 15
SQL 12
First generation languages (1GL) 320
Second generation languages (2GL) 107
Third generation languages (3GL) 80
Fourth generation languages (4GL) 20
Object languages 30
Report generators 80
Code generators 15
Spreadsheets 6
*
This table comprises about 600 programming languages and is
continually updated. Its current full version may be found on the
Software Productivity Research website: http://www.spr.com/products/
programming.shtm.
Source: [22, p. 117] and [23, p. 78].
What is more, in the subject literature one may also
find a common view about occurrence of the
phenomenon of diseconomies of scale in case of DSS
D&EP [24]. This means that as the system size
(measured e.g., in IFPUG FP) increases, per-unit costs
grow too, and they do not decrease instead - which is
contrary to the situation taking place in vast majority of
other projects, including engineering ones. Data
displayed in table 4 confirm this phenomenon, at the
same time showing how per-unit costs for development
and implementation are being determined.
Table 4. Average per-unit costs per 1 IFPUG FP with
regard to the software system size in IFPUG FP
Number of
IFPUG FP
Per-unit costs
(per 1 IFPUG
FP) for
development
Per-unit costs
(per 1 IFPUG
FP) for
implementation
Per-unit
costs (per 1
IFPUG FP)
- total
1501 – 2000 242 725 967
2001 – 2500 255 764 1019
2501 – 3000 265 773 1058
3001 – 3500 274 820 1094
3501 – 4000 284 850 1134
Source: [25].
It should be noted, however, that some studies have
appeared recently, indicating quite an opposite
phenomenon, that is occurrence of economies of scale in
the execution of the discussed projects, which means
decrease in costs per unit with the increase in software
system size at the same time ([18][24]). This, however,
applies only to specific types of systems and those D&EP
projects with relatively little increase in product size.
What also is of significance to the subject matter
considered here is the fact that according to the studies by
C. Jones, consultants carrying out analysis with the use of
the IFPUG FP method charge on average USD 5 per 1
function point calculated [26, p. 3.].
3 Concluding Remarks
The above presented data vary greatly - as there
is no possibility to derive accurate values for the per-unit
cost calculated with regard to 1 IFPUG FP without taking
account the specificity of given development
organization. Since this cost has influence on a number of
factors major ones were mentioned in the paper.
However, lack of own (organizational) resources of
adequate benchmarking data continues to be common
situation - not only in Poland but worldwide as well.
Hence there is the necessity to employ general data.
On the basis of the above presented general
benchmarking data for DSS D&EP it should be stated
that adopting per-unit cost for enhancement project on
the level of 1 cent per 1 IFPUG FP entails the following
paradoxes:
Such cost is 1 700 times lower than the lowest per-unit
cost noted in the ISBSG repository considering per-
unit cost for development team alone will not change
this fact considerably (then it will be nearly 1 500
times lower).
Such cost is 30 000 times lower than the lowest per-
unit cost recommended by the ISBSG for dedicated
software systems.
Such cost is 75 000 times lower than the average per-
unit cost recommended by the ISBSG for dedicated
software systems.
Given that this is an internal cost, the costs of 8 to 11
hours of work are estimated to be 1 cent yet
enhancement is characterised by significantly lower
productivity than development of the system from
scratch. In case of external cost, those costs are
estimated to be even lower as the internal per-unit
cost, with the lowest difference resulting from the
ISBSG data being taken into account, is 0.4 cent per 1
FP.
A question then arises whether this very low per-unit
cost already takes into account the phenomenon of
diseconomies of scale, that is increase of such cost
together with the increment of system size.
Comparing with the per-unit cost of the cheapest per
system size unit types of application, such cost is
20 000 times lower.
Comparing with the average per-unit cost for Poland
such cost is 15 500 times lower (additionally it should
be assumed that per-unit costs for Poland have grown
since 2000 due to the increase in work costs).
Assuming that even most efficient programming
languages (of fourth generation) will be used for the
software system enhancement, such per-unit cost
means that writing 2 000 lines of code costs USD 1 on
average.
This cost is 500 times lower than the average
consultant’s pay for 1 calculated function point – even
if this pay is significantly lower in Poland, it still
without doubt is repeatedly higher than 1 cent.
In view of the above paradoxes, mostly diametrical
differences resulting from the comparison of general
benchmarking data with the adopted per-unit cost on the
level of 1 cent per 1 IFPUG FP, place and time factors
(as well as inflation related to them) do not really matter,
similarly as the fact whether the per-unit cost is an
external or internal cost.
Thus it should be stated that both general data, those
collected in ISBSG repository and those coming from
other sources having been recognised in the IT industry,
as well as common sense rules of rational economic
approach unequivocally indicate that it is not possible to
develop, and in particular to enhance software system
dedicated to the client’s needs at the cost per unit
amounting to 1 cent per 1 IFPUG FP, at the same time
assuming the lack of subsidization for those works with
maintenance costs or other project-related costs, which
naturally should not have happened.
It is worth mentioning that the analysis of likely per-
unit costs of the DSS enhancement with regard to 1 FP of
the IFPUG method carried out following the above
described manner resulted in client rejecting the provider
offering such costs in the tender competition being
considered.
4 References
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... Nonetheless, expert knowledge provides a metric suggesting that in modern programming languages, one function point equates to approximately 10 hours of effort from a well-trained professional, which fits with what is indicated by other researchers. While in the past this value reached fourteen hours per point (Morris, 2001), more recent studies indicate that this value ranges from about eight to eleven hours depending on the project type, software system, application area and technology involved (Chrobot, 2011;Czarnacka, 2012). The International Software Benchmarking Standards Group (ISBSG, 2023) supports this estimate, particularly for "medium 2" size projects (spanning from 300 to 1000 function points). ...
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... Also, according to Czarnacka, the processing cost per function point may vary depending on the function point size in the application. [18], [19]. ...
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Practical software estimation: function point methods for insourced and outsourced projects
  • M A Parthasarathy
M. A. Parthasarathy. "Practical software estimation: function point methods for insourced and outsourced projects", Addison Wesley Professional, 2007.
Information Technology – Software measurement – Functional size measurement – Part 1-6, ISO
  • Iso Iec
ISO/IEC 14143 Information Technology – Software measurement – Functional size measurement – Part 1-6, ISO, Geneva, 1998-2011.