Statistics for decision making:
Gespeichert in:
| 1. Verfasser: | |
|---|---|
| Format: | Buch |
| Sprache: | Undetermined |
| Veröffentlicht: |
Philadelphia
Saunders
1979
|
| Online-Zugang: | Inhaltsverzeichnis |
| Beschreibung: | XVII, 758, IV S. graph. Darst., Tab. |
| ISBN: | 0721643507 |
Internformat
MARC
| LEADER | 00000nam a2200000 c 4500 | ||
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| 001 | BV024544540 | ||
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| 007 | t | ||
| 008 | 090924s1979 d||| |||| 00||| und d | ||
| 020 | |a 0721643507 |9 0-7216-4350-7 | ||
| 035 | |a (OCoLC)916736896 | ||
| 035 | |a (DE-599)BVBBV024544540 | ||
| 040 | |a DE-604 |b ger |e rakddb | ||
| 041 | |a und | ||
| 049 | |a DE-83 | ||
| 100 | 1 | |a Gulezian, Ronald C. |e Verfasser |4 aut | |
| 245 | 1 | 0 | |a Statistics for decision making |
| 264 | 1 | |a Philadelphia |b Saunders |c 1979 | |
| 300 | |a XVII, 758, IV S. |b graph. Darst., Tab. | ||
| 336 | |b txt |2 rdacontent | ||
| 337 | |b n |2 rdamedia | ||
| 338 | |b nc |2 rdacarrier | ||
| 856 | 4 | 2 | |m HBZ Datenaustausch |q application/pdf |u http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=018518349&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |3 Inhaltsverzeichnis |
| 940 | 1 | |q TUB-nvm | |
| 999 | |a oai:aleph.bib-bvb.de:BVB01-018518349 | ||
Datensatz im Suchindex
| _version_ | 1804140550136266752 |
|---|---|
| adam_text | CONTENTS
INTRODUCTION
..............................................
1
PART
ONE
DESCRIPTIVE
STATISTICS
CHAPTER
1
BUILDING
A
FREQUENCY
DISTRIBUTION
THE
NATURE
OF
DATA
9
GENERAL
CHARACTERISTICS
OF
DATA
*
RAW
DATA
*
UNGROUPED
AND
GROUPED
FREQUENCY
DISTRIBUTIONS
*
PROCEDURE
FOR
CONSTRUCTING
GROUPED
DISTRIBUTIONS
*
ADDITIONAL
CON
SIDERATIONS
IN
CONSTRUCTION
*
PLOTTING
FREQUENCY
DIS
TRIBUTIONS
*
RELATIVE
AND
CUMULATIVE
DISTRIBUTIONS
*
GENERAL
CHARACTERISTICS
OF
DATA
*
USING
THE
COMPUTER
CHAPTER
2
REPRESENTING
DATA
ON
THE
AVERAGE
.......................
29
INTRODUCTION
TO
AVERAGES
*
PROCEDURES
FOR
CALCULATING
THE
MEAN
*
PROCEDURES
FOR
CALCULATING
THE
MEDIAN
*
FIND
ING
THE
MODE
*
MEANING
OF
AN
AVERAGE
*
RELATION
OF
AVERAGES
TO
DISTRIBUTION
SHAPE
*
USING
AVERAGES
FOR
DESCRIBING
MEASUREMENTS
*
THE
WEIGHTED
MEAN
*
THE
MEDIAN
AND
OTHER
PERCENTILES
*
DRAWING
CONCLUSIONS
FROM
AVERAGES
*
EASING
COMPUTATIONS
CHAPTER
3
MEASURING
DISPERSION
VARIABILITY
ABOUT
THE
AVERAGE
......
53
THE
MEANING
OF
MEASURING
VARIABILITY
*
PROCEDURES
FOR
CALCULATING
THE
VARIANCE
AND
STANDARD
DEVIATION
*
MEAN
ING
OF
THE
VARIANCE
AND
STANDARD
DEVIATION
*
OTHER
MEASURES
*
RELATIVE
MEASURES
OF
VARIABILITY
*
EASING
COMPUTATIONS
PART
TWO
CONCEPTS
OF
PROBABILITY
CHAPTER
4
BASIC
PROBABILITY
.........................................
73
INTRODUCTION
TO
RANDOMNESS
AND
RANDOM
EXPERI
MENTS
*
SAMPLE
SPACES
AND
EVENTS
*
THE
PROBABILITY
OF
AN
EVENT
*
BASIC
PROCEDURE
FOR
CALCULATING
PROBABILI
TIES
*
TYPES
OF
PROBABILITY
XI
CONTENTS
XII
CHAPTER
5
BROADENING
THE
CONCEPT
CONTINGENCY...................
87
JOINT,
MARGINAL,
AND
CONDITIONAL
PROBABILITIES
*
METHOD
OF
COMPUTATION
FOR
FINITE
SPACES
*
INTERPRETING
JOINT,
MARGINAL,
AND
CONDITIONAL
PROBABILITIES
*
INDEPENDENCE
AND
DEPENDENCE
OF
EVENTS
CHAPTER
6
SOME
GENERAL
RULES
.....................................
101
USING
RULES
TO
FIND
PROBABILITIES
*
THE
ADDITION
RULE
AND
SPECIAL
CASE
*
CALCULATING
CONDITIONAL
PROBABILITIES
*
THE
MULTIPLICATION
RULE
AND
SPECIAL
CASE
*
USING
THE
RULES
*
EXTENSIONS
TO
MORE
THAN
TWO
EVENTS
*
INDE
PENDENCE
AND
THE
MULTIPLICATION
RULE
CHAPTER
7*
_
BAYES*THEOREM
...........................................
117
STATES
OF
NATURE
AND
OBSERVABLE
OUTCOMES
*
COMBINING
PRIOR
INFORMATION
AND
EVIDENCE
IN
TERMS
OF
PROBABILI
TIES
*
PROCEDURE
FOR
FINDING
BAYES*
PROBABILITIES*
BAYES*
THEOREM
*
PRIOR
AND
POSTERIOR
PROBABILITIES
AND
THEIR
MEANING
*
ASSESSMENT
OF
PRIORS
*
MORE
THAN
TWO
STATES
CHAPTER
8
FINDING
PROBABILITIES
EASILY
PROBABILITY
DISTRIBUTIONS.................................................
129
PROBABILITY
DISTRIBUTIONS
AND
RANDOM
VARIABLES
*
GENERA]
EXAMPLES
OF
PROBABILITY
DISTRIBUTIONS
*
GRAPH
ING
PROBABILITY
DISTRIBUTIONS
*
CUMULATIVE
PROBABILITY
DISTRIBUTIONS
*
CHARACTERISTICS
OF
PROBABILITY
DISTRIBU
TIONS
*
EXPECTED
VALUES
*
CONTINUOUS
PROBABILITY
DIS
TRIBUTIONS
*
SOME
FINAL
REMARKS
CHAPTER
9
THE
BINOMIAL
DISTRIBUTION................................
146
INTRODUCING
THE
ASSUMPTIONS
*
FORMULA
FOR
THE
BI
NOMIAL
*
BINOMIAL
COEFFICIENTS
AND
FACTORIALS
*
PRO
CEDURE
FOR
FINDING
PROBABILITIES
*
CHARACTERISTICS
FOR
THE
BINOMIAL
*
PLOTTING
THE
BINOMIAL
WITH
VARYING
PARAMETERS
*
INTERPRETING
THE
MEAN
*
AN
INTERESTING
PROBLEM
*
A
PROBLEM
INVOLVING
DATA
*
THE
ASSUMPTIONS
CHAPTER
10
THE
NORMAL
CURVE
.......................................
INTRODUCING
THE
NORMAL
CURVE
AND
ITS
PARAMETERS
*
PROCEDURE
FOR
FINDING
NORMAL
PROBABILITIES
AND
RELATED
161
CONTENTS
PROBLEMS
*
CHARACTERISTICS
OF
THE
NORMAL
*
THE
Z-VALUE
AND
THE
STANDARD
NORMAL
DISTRIBUTION
*
THE
NORMAL
CURVE
AND
REALITY
*
CALCULATORS
AND
PROBABILITIES
CHAPTER
11*
HE
NORMAL
APPROXIMATION
TO
THE
BINOMIAL............
185
USING
CONTINUOUS
CURVES
TO
APPROXIMATE
DISCRETE
DISTRIBU
TIONS
*
PROCEDURE
FOR
USING
THE
NORMAL
TO
FIND
BINOMIAL
PROBABILITIES
*
COMPARING
THE
NORMAL
AND
THE
BINOMI
AL
*
THE
NATURE
OF
THE
APPROXIMATION
*
THE
CONTINUITY
CORRECTION
*
GOOD
APPROXIMATIONS
AND
LARGE
SAMPLES
*
WHEN
TO
USE
THE
APPROXIMATION
CHAPTER
12
ECOMING
FAMILIAR
WITH
OTHER
DISTRIBUTIONS
..........
199
THE
NEED
FOR
OTHER
SPECIAL
DISTRIBUTIONS
*
THE
HYPER-
GEOMETRIC
DISTRIBUTION
*
THE
POISSON
DISTRIBUTION
*
THE
EXPONENTIAL
DISTRIBUTION
*
THE
HYPERGEOMETRIC
AND
THE
BINOMIAL
*
THE
POISSON
AND
THE
BINOMIAL
*
ADDI
TIONAL
PROBABILITY
DISTRIBUTIONS
*
DISTRIBUTIONS
OF
MORE
THAN
ONE
VARIABLE
AND
THE
MULTINOMIAL
*
PROBABILITY
DISTRIBUTIONS
AND
SAMPLING
CHAPTER
13*
MULATION.................................................
219
SIMULATION,
TRIAL
AND
ERROR,
AND
SENSITIVITY
*
RANDOM
NUMBER
GENERATORS
*
GENERAL
STEPS
IN
SIMULATION
*
SIMULATING
UNIFORM
AND
BINOMIAL
DISTRIBUTIONS
FROM
DIE
ROLLS
*
THE
TABLE
OF
RANDOM
NUMBERS
*
SIMULATING
UNI
FORM
AND
BINOMIAL
DISTRIBUTIONS
FROM
RANDOM
NUMBERS
*
THE
CENTRAL
LIMIT
THEOREM
AND
SIMULATING
A
NORMAL
DIS
TRIBUTION
OF
MEANS
FROM
RANDOM
NUMBERS
*
A
SIMPLE
SYSTEM
*
TYING
THE
CONCEPTS
TOGETHER
*
THE
CONCEPT
OF
RANDOMNESS
*
RANDOM
NUMBERS
AND
RANDOM
NUMBER
GENERATORS
*
STATISTICAL
METHODS
AND
SIMULATION
*
ADVAN
TAGES
OF
SIMULATION
*
LIMITATIONS
OF
SIMULATION
ART
THREE
STATISTICAL
INFERENCE
CHAPTER
14
TATISTICAL
SAMPLING
.....................................
245
INTRODUCTION
TO
SAMPLING
*
RANDOM
SAMPLES
AND
RE
LIABILITY
*
SIMPLE
RANDOM
SAMPLES
*
SAMPLING
WITH
AND
WITHOUT
REPLACEMENT
*
POPULATION
PARAMETERS,
SAMPLE
STATISTICS,
AND
POINT
ESTIMATES
*
PROBLEM
DEFINITION,
RE
SEARCH,
AND
STATISTICS
*
SAMPLING
AND
NON-SAMPLING
ERROR
*
WHAT
IS
TO
COME
CONTENTS
XI
CHAPTER
15
A
BASIC
TOOL
THE
RANDOM
SAMPLING
DISTRIBUTION
...........
2E
INTRODUCING
THE
DISTRIBUTION
OF
A
STATISTIC
*
THE
STANDARD
ERROR
AND
SAMPLING
ERROR
*
THE
DISTRIBUTION
OF
THE
SAMPLE
MEAN
FOR
KNOWN
A
*
PROCEDURE
FOR
FINDING
PROBABILITIES
OF
THE
SAMPLE
MEAN
*
THE
CENTRAL
LIMIT
THEOREM
*
THE
STANDARD
ERROR
OF
THE
MEAN
*
SAMPLING
DISTRIBUTIONS
IN
GENERAL
*
KNOWN
VS.
UNKNOWN
UNIVERSE
PARAMETERS
CHAPTER
16
ESTIMATION
AND
CONFIDENCE
INTERVALS
..................
27
POINT
ESTIMATES
AND
INTERVAL
ESTIMATES
*
PROCEDURE
FOR
ESTABLISHING
CONFIDENCE
INTERVALS
FOR
MEANS
WITH
A
NOR
MAL
SAMPLING
DISTRIBUTION
*
INTERPRETING
INTERVAL
ESTI
MATES
*
SAMPLE
SIZE
DETERMINATION
*
UNKNOWN
AR
AND
STUDENTS*
T-DISTRIBUTION
*
METHOD
SUMMARY
*
ESTIMAT
ING
STANDARD
DEVIATIONS
*
OTHER
CONSIDERATIONS
CHAPTER
17
HYPOTHESIS
TESTING
.......................................
30
FORMULATING
PROBLEMS
IN
TERMS
OF
STATISTICAL
HYPOTHESES
*
DECISION
RULES
AND
THE
NATURE
OF
A
TEST
*
TYPE
I
AND
TYPE
II
ERRORS
*
GENERAL
STEPS
FOR
TESTING
A
HYPOTHESIS
*
PROCEDURE
FOR
TESTING
MEANS
BASED
UPON
A
NORMAL
SAMPLING
DISTRIBUTION
*
SIGNIFICANT
AND
NON-SIGNIFICANT
DIFFERENCES
*
THE
LEVEL
OF
SIGNIFICANCE
*
TESTING
MEANS
WITH
Z-STATISTIC
*
THE
T-TEST
*
TESTING
DIFFERENCES
BE
TWEEN
MEANS
*
OTHER
CONSIDERATIONS
*
CALCULATORS
AND
COMPUTERS
CHAPTER
18*
TYPE
II
ERRORS
AND
THE
POWER
OF
THE
TEST
.............
34;
PROBABILITIES
RELATING
TO
FALSE
NULL
HYPOTHESES
*
CALCU
LATING
/3
AND
P
W
WHEN
THE
SAMPLING
DISTRIBUTION
IS
NOR
MAL
*
INTERPRETING
/3
AND
P
W
*
THE
POWER
CURVE
*
THE
IDEAL
POWER
CURVE
*
INCREASING
POWER
*
THEORY
VS.
PRACTICE
CHAPTER
19
INFERENCES
ABOUT
PROPORTIONS
AND
PERCENTAGES
..............................................
365
FORMULATING
PROBLEMS
IN
TERMS
OF
PROPORTIONS
AND
SAMP
LING
*
PROPERTIES
OF
THE
SAMPLE
PROPORTION
*
LARGE
SAMPLE
PROCEDURES
FOR
CONFIDENCE
INTERVALS
AND
TESTS
OF
HYPOTHESES
*
SAMPLE
SIZE
DETERMINATION
*
USING
THE
Z-STATISTIC
*
TESTING
DIFFERENCES
BETWEEN
PROPORTIONS
*
SMALL
SAMPLES
XV
CONTENTS
CHAPTER
20*
DTHER
SAMPLING
DISTRIBUTIONS
AND
TESTS
3HI-SQUARE
AND
F
FOR
VARIANCES...............................
389
REASONS
FOR
TESTING
VARIANCES
*
THE
CHI-SQUARE
TEST
FOR
THE
VARIANCE
*
THE
F-TEST
FOR
THE
EQUALITY
OF
VARIANCES
*
ONE-TAILED
TESTS
*
CONFIDENCE
INTERVALS
FOR
THE
VARI
ANCE
*
OTHER
CONSIDERATIONS
CHAPTER
21
RHE
ANALYSIS
OF
VARIANCE
................................
407
TESTING
THE
EQUALITY
OF
SEVERAL
MEANS
WITH
VARIANCES
*
SUMS
OF
SQUARES,
MEAN
SQUARES,
AND
DEGREES
OF
FREE
DOM
*
PROCEDURE
FOR
ONE-WAY
ANALYSIS
OF
VARIANCE
*
IN
TERPRETING
MEAN
SQUARES
*
ASSUMPTIONS
*
UNEQUAL
SAMPLE
SIZES
*
FACTORIAL
EXPERIMENTS
CHAPTER
22
VJONPARAMETRIC
METHODS
TESTING
FOR
GOODNESS
SF
FIT
AND
RANDOMNESS
.......................................
425
PARAMETRIC
VS.
NONPARAMETRIC
TESTS
*
CHI-SQUARE
TEST
FOR
GOODNESS
OF
FIT
*
THE
RUNS
TEST
FOR
RANDOMNESS
*
MORE
ABOUT
GOODNESS
OF
FIT
*
MORE
ABOUT
RANDOMNESS
*
OTHER
TESTS
CHAPTER
23
CONTINGENCY
TABLES
THE
CHI-SQUARE
TEST
OR
ASSOCIATION
...............................................
447
STATISTICAL
DEPENDENCE,
ASSOCIATION,
AND
CROSSCLASSIFIED
TABLES
*
PROCEDURE
FOR
TESTING
ASSOCIATION
USING
X
2
*
THE
EXPECTED
FREQUENCIES
*
INTERPRETING
RESULTS
OF
TESTS
OF
ASSOCIATION
*
CHI-SQUARE
AND
SMALL
SAMPLES
*
OTHER
CONSIDERATIONS
*
SHORTCUTS,
CALCULATORS,
AND
THE
COM
PUTER
CHAPTER
24
:
INDING
AND
USING
RELATIONSHIPS
REGRESSION
MALYSIS
.....................................................
473
THE
REGRESSION
LINE
*
PROCEDURE
FOR
ESTIMATING
COEFFI
CIENTS
AND
POINT
PREDICTIONS
*
EQUATION
FORM
*
FITTING
EQUATIONS
AND
LEAST
SQUARES
*
THE
REGRESSION
COEFFI
CIENTS
*
USING
THE
REGRESSION
LINE
*
CALCULATORS
AND
COMPUTERS
CHAPTER
25
EASURING
AND
APPLYING
ERROR
IN
EGRESSION
................................................
489
SOURCES
OF
ERROR
*
RESIDUALS
AND
THE
STANDARD
ERROR
OF
ESTIMATE
*
CALCULATING
THE
VARIANCE
ABOUT
THE
LINE
AND
THE
STANDARD
ERROR
OF
ESTIMATE
*
INTERPRETING
MEASURES
OF
ERROR
*
SAMPLE
VS.
UNIVERSE
VALUES
*
PREDICTION
INTER
VALS
*
BANDS
OF
ERROR
*
THE
CONSTANT
VARIANCE
ASSUMP
TION
*
ERROR
IN
THE
REGRESSION
COEFFICIENTS
CHAPTER
26
CORRELATION
ANALYSIS....................................
511
MEANING
OF
CORRELATION
*
THE
COEFFICIENTS
OF
DETERMINA
TION
AND
CORRELATION
*
CALCULATING
R
2
AND
R
AND
TESTING
FOR
CORRELATION
*
INTERPRETING
R
2
*
ONE
VS.
TWO-TAILED
TESTS
*
ADDITIONAL
CONSIDERATIONS
*
CORRELATION
AND
CAUSALITY
*
RELATION
BETWEEN
R
2
AND
B
*
RANK
CORRELATION
CHAPTER
27
MULTIPLE
REGRESSION
AND
CORRELATION.................
537
USING
MORE
THAN
ONE
INDEPENDENT
VARIABLE
*
INTRODUC
TION
TO
THE
PROBLEM
*
ESTIMATING
THE
COEFFICIENTS
*
MEASURING
ERROR
*
MEASURING
CORRELATION
*
USING
THE
REGRESSION
LINE
*
TESTING
FOR
CORRELATION
*
MULTICO
LINEARITY
*
REGRESSION,
CORRELATION,
AND
PROBLEM
GOALS
*
COMPUTATION,
CALCULATORS,
AND
THE
COMPUTER
CHAPTER
28
STATISTICAL
DECISION
THEORY.............................
55I
THE
NATURE
OF
A
DECISION
PROBLEM
*
DECISION
TREES
*
EXPECTED
VALUE
CRITERION
*
PRIOR
ANALYSIS
*
POSTERIOR
ANALYSIS
*
COMPLETED
DECISION
TREES
*
THE
VALUE
OF
IN
FORMATION
*
DECISION
THEORY
VS.
HYPOTHESIS
TESTING
*
LIMITATIONS
OF
DECISION
THEORY
*
OTHER
CONSIDERATIONS
PART
FOUR
ANALYZING
BUSINESS
AND
ECONOMIC
DATA
CHAPTER
29
TIME
SERIES
ANALYSIS
AND
THE
SECULAR
TREND
..........
58
THE
NATURE
OF
ECONOMIC
TIME
SERIES
*
PROCEDURE
FOR
FITTING
LINEAR
TRENDS
TO
ACTUAL
SERIES
AND
LOGARITHMS
*
USING
THE
TREND
LINE
*
COMPARISON
OF
LINEAR
AND
LOG-
LINEAR
TRENDS
*
INTERPRETING
THE
COEFFICIENTS
*
PROJECT
ING
TREND
LINES
*
SIMPLIFYING
CALCULATIONS
CHAPTER
30
SEASONAL
VARIABILITY.....................................
60
THE
NATURE
AND
MEASUREMENT
OF
SEASONAL
VARIATION
*
RATIO
TO
MOVING
AVERAGE
METHOD
*
UNDERSTANDING
THE
METHOD,
MOVING
AVERAGES,
AND
O/MA
VALUES
*
MEANING
OF
A
SEASONAL
INDEX
*
DESEASONALIZING
TIME
SERIES
DATA
*
INCLUDING
SEASONAL
EFFECTS
IN
A
FORECAST
*
CHANGING
SEASONAL
PATTERNS
XVII
CONTENTS
CHAPTER
31
CYCLICAL
AND
RANDOM
VARIABILITY
FORECASTING
METHODS.....................................................
625
THE
MEANING
OF
CYCLICAL
AND
RANDOM
VARIATION
*
DE
SCRIBING
CYCLICAL
VARIABILITY
*
MEANING
OF
RESIDUAL
MEASURES
*
MONTHLY
AND
QUARTERLY
DATA
*
CLASSICAL
DE
COMPOSITION
AND
FORECASTING
METHODS
*
CYCLICAL
INDI
CATORS
*
FORECASTING
CRITERIA
CHAPTER
32
INDEX
NUMBERS............................................
643
THE
NEED
FOR
INDEX
NUMBERS
*
PRICE
INDEXES
*
CALCU
LATING
THE
WEIGHTED
RELATIVE
OF
AGGREGATES
AND
THE
WEIGHTED
AVERAGE
OF
PRICE
RELATIVES
*
COMPARING
THE
TWO
INDEXES
*
USING
A
PRICE
INDEX
*
CURRENT
VS.
REAL
VALUES
*
WEIGHTS
USED
IN
AN
INDEX
*
THE
BASE
PERIOD
*
ITEMS
INCLUDED
*
THE
CONSUMER
PRICE
INDEX
*
QUANTI
TY
INDEXES
THE
WHOLE
PICTURE............................................
657
BIBLIOGRAPHY.................................................
663
APPENDIX..................................................
A.1
SELECTED
SOLUTIONS
AND
ANSWERS
TO
CHAPTER
EXERCISES..........
A.47
INDEX........................................................
I
|
| any_adam_object | 1 |
| author | Gulezian, Ronald C. |
| author_facet | Gulezian, Ronald C. |
| author_role | aut |
| author_sort | Gulezian, Ronald C. |
| author_variant | r c g rc rcg |
| building | Verbundindex |
| bvnumber | BV024544540 |
| ctrlnum | (OCoLC)916736896 (DE-599)BVBBV024544540 |
| format | Book |
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| id | DE-604.BV024544540 |
| illustrated | Illustrated |
| indexdate | 2024-07-09T22:01:45Z |
| institution | BVB |
| isbn | 0721643507 |
| language | Undetermined |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-018518349 |
| oclc_num | 916736896 |
| open_access_boolean | |
| owner | DE-83 |
| owner_facet | DE-83 |
| physical | XVII, 758, IV S. graph. Darst., Tab. |
| psigel | TUB-nvm |
| publishDate | 1979 |
| publishDateSearch | 1979 |
| publishDateSort | 1979 |
| publisher | Saunders |
| record_format | marc |
| spelling | Gulezian, Ronald C. Verfasser aut Statistics for decision making Philadelphia Saunders 1979 XVII, 758, IV S. graph. Darst., Tab. txt rdacontent n rdamedia nc rdacarrier HBZ Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=018518349&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Gulezian, Ronald C. Statistics for decision making |
| title | Statistics for decision making |
| title_auth | Statistics for decision making |
| title_exact_search | Statistics for decision making |
| title_full | Statistics for decision making |
| title_fullStr | Statistics for decision making |
| title_full_unstemmed | Statistics for decision making |
| title_short | Statistics for decision making |
| title_sort | statistics for decision making |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=018518349&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
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