Mathematics for physical chemistry/ Robert G. Mortimer

By: Mortimer, Roger GPublication details: Amsterdam: Elsevier, 2013Edition: 4th edDescription: xi, 247 p. : ill. ; 28 cmISBN: 9780124158092Subject(s): Physical and theoretical--Mathematics | MathematicsDDC classification: 510.24541
Contents:
Problem Solving and numerical matehematics -- Mathematical functions -- Problem solving and symbolic mathematics : Algebra -- Vectors and Vector algebra -- Problem solving and the solution of algebraic equations -- Differential calculus -- Integral calculus -- Differential calculus with several independent variables -- Integral calculus with several independent variables -- Mathematical series -- Functional series and integral transforms -- Differential equations -- Operators, matrices, and group theory -- The solution of simultaneous algebraic equations with more than two unknowns -- Probability, statistics and experimental errors -- Data reduction and the propagation of errors
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Holdings
Item type Current library Call number Copy number Status Date due Barcode Item holds
General Books General Books Central Library, Sikkim University
General Book Section
510.24541 MOR/M (Browse shelf(Opens below)) C1 Available 49586
General Books General Books Central Library, Sikkim University
General Book Section
510.24541 MOR/M (Browse shelf(Opens below)) C2 Checked out 25/11/2024 49587
Total holds: 0

Problem Solving and numerical matehematics --
Mathematical functions --
Problem solving and symbolic mathematics : Algebra --
Vectors and Vector algebra --
Problem solving and the solution of algebraic equations --
Differential calculus --
Integral calculus --
Differential calculus with several independent variables --
Integral calculus with several independent variables --
Mathematical series --
Functional series and integral transforms --
Differential equations --
Operators, matrices, and group theory --
The solution of simultaneous algebraic equations with more than two unknowns --
Probability, statistics and experimental errors --
Data reduction and the propagation of errors

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