Statistical Study of Distribution Diagrams for Two-Component
Systems: Relationship of Means and Variances of the Discrete
Variable Distributions with Average Ligand Number and Intrinsic
Buffer Capacity

J 2002

Statistical Study of Distribution Diagrams for Two-Component Systems: Relationship of Means and Variances of the Discrete Variable Distributions with Average Ligand Number and Intrinsic Buffer Capacity

MOYA-HERNANDEZ, Rosario; Juan Carlos RUEDA-JACKSON; Maria Teresa RAMIREZ; Guillermo A. VAZQUEZ; Josef HAVEL et al.

Základní údaje

Originální název

Statistical Study of Distribution Diagrams for Two-Component Systems: Relationship of Means and Variances of the Discrete Variable Distributions with Average Ligand Number and Intrinsic Buffer Capacity

Autoři

MOYA-HERNANDEZ, Rosario; Juan Carlos RUEDA-JACKSON; Maria Teresa RAMIREZ; Guillermo A. VAZQUEZ; Josef HAVEL a Alberto ROJAS-HERNÁNDES

Vydání

Journal of Chemical Education, Madison, Wisconsin, American Chemical Society, 2002, 0021-9584

Další údaje

Jazyk

angličtina

Typ výsledku

Článek v odborném periodiku

Obor

10406 Analytical chemistry

Stát vydavatele

Spojené státy

Utajení

není předmětem státního či obchodního tajemství

Impakt faktor

Impact factor: 0.500

Označené pro přenos do RIV

Ano

Kód RIV

RIV/00216224:14310/02:00005620

Organizační jednotka

Přírodovědecká fakulta

Klíčová slova anglicky

Statistical study; Distribution Diagrams

Štítky

Distribution Diagrams, Statistical study

Změněno: 11. 4. 2002 09:02, prof. RNDr. Josef Havel, DrSc.

Anotace

V originále

Statistical Study of Distribution Diagrams for Two-Component Systems was studied. The distribution of mononuclear M species is the set of distributions of molar fractions of M species with stoichiometric coefficient of L. The set of means of these distributions corresponds to the average ligant number and that the set of variances of the same distributions is related to the intrinsic buffer capacity of the system. Mean and variance are parameters of a statistical distribution. Then it is possible to show that average ligand number and buffer capacity result from means and variances of the set of distributions of molar fractions, respectively. This viewpoint provides an excellent application example of statistical distributions of a discrete variable and it may be halpful for mathematical statistics courses provided in chemistry teaching programs.

Návaznosti

MSM 143100011, záměr

Název: Struktura a vazebné poměry, vlastnosti a analýza syntetických a přírodních molekulových ansamblů

Investor: Ministerstvo školství, mládeže a tělovýchovy ČR, Struktura a vazebné poměry, vlastnosti a analýza syntetických a přírodních molekulových ansamblů

Citovat

MOYA-HERNANDEZ, Rosario; Juan Carlos RUEDA-JACKSON; Maria Teresa RAMIREZ; Guillermo A. VAZQUEZ; Josef HAVEL a Alberto ROJAS-HERNÁNDES. Statistical Study of Distribution Diagrams for Two-Component Systems: Relationship of Means and Variances of the Discrete Variable Distributions with Average Ligand Number and Intrinsic Buffer Capacity. Journal of Chemical Education. Madison, Wisconsin: American Chemical Society, 2002, roč. 79, č. 3, s. 389-392. ISSN 0021-9584.

@article{401812,
   author = {MoyaandHernandez, Rosario and RuedaandJackson, Juan Carlos and Ramirez, Maria Teresa and Vazquez, Guillermo A. and Havel, Josef and RojasandHernándes, Alberto},
   article_location = {Madison, Wisconsin},
   article_number = {3},
   keywords = {Statistical study; Distribution Diagrams},
   language = {eng},
   issn = {0021-9584},
   journal = {Journal of Chemical Education},
   title = {Statistical Study of Distribution Diagrams for Two-Component Systems: Relationship of Means and Variances of the Discrete Variable Distributions with Average Ligand Number and Intrinsic Buffer Capacity},
   volume = {79},
   year = {2002}
}

TY  - JOUR
ID  - 401812
AU  - Moya-Hernandez, Rosario - Rueda-Jackson, Juan Carlos - Ramirez, Maria Teresa - Vazquez, Guillermo A. - Havel, Josef - Rojas-Hernándes, Alberto
PY  - 2002
TI  - Statistical Study of Distribution Diagrams for Two-Component Systems: Relationship of Means and Variances of the Discrete Variable Distributions with Average Ligand Number and Intrinsic Buffer Capacity
JF  - Journal of Chemical Education
VL  - 79
IS  - 3
SP  - 389
EP  - 389
PB  - American Chemical Society
SN  - 00219584
KW  - Statistical study
KW  - Distribution Diagrams
N2  - Statistical Study of Distribution Diagrams for Two-Component Systems was studied. The distribution of mononuclear M species is the set of distributions of molar fractions of M species with stoichiometric coefficient of L. The set of means of these distributions corresponds to the average ligant number and that the set of variances of the same distributions is related to the intrinsic buffer capacity of the system. Mean and variance are parameters of a statistical distribution. Then it is possible to show that average ligand number and buffer capacity result from means and variances of the set of distributions of molar fractions, respectively. This viewpoint provides an excellent application example of statistical distributions of a discrete variable and it may be halpful for mathematical statistics courses provided in chemistry teaching programs.
ER  -

MOYA-HERNANDEZ, Rosario; Juan Carlos RUEDA-JACKSON; Maria Teresa RAMIREZ; Guillermo A. VAZQUEZ; Josef HAVEL a Alberto ROJAS-HERNÁNDES. Statistical Study of Distribution Diagrams for Two-Component Systems: Relationship of Means and Variances of the Discrete Variable Distributions with Average Ligand Number and Intrinsic Buffer Capacity. \textit{Journal of Chemical Education}. Madison, Wisconsin: American Chemical Society, 2002, roč.~79, č.~3, s.~389-392. ISSN~0021-9584.

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