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Real Analysis-II(MATH-310)
1st kind of improper integrals, comparison test, limit comparison test, Cauchy condition for infinite integrals
1st kind of improper integrals, comparison test, limit comparison test, Cauchy condition for infinite integrals
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chap-08-real-analysis.pdf (0.19 MB )
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Course Material
partition and norm of partition
Riemann integral ,Riemann stieltjes integral
Riemann Stieltjes integral, refinement, properties of integral
Properties of integral, theorems based on Reiman Stieltjes integral
Change of variable,1st and 2nd fundamental theorem of calculus, questions
Definition of variation, bounded variation, examples
Function of bounded variation, properties of function of bounded variation
Variation function, characterization of variation function, theorems
Mid Term Exams
1st kind of improper integrals, comparison test, limit comparison test, Cauchy condition for infinite integrals
2nd kind of improper integrals, uniform convergence of improper integrals,
Weir strass M. Test, Dirichlet test for uniform convergence, questions
Functions of two variables, partial derivative, total differential, implicit, explicit function
Harmonic, biharmonic function, the Laplacian in polar, cylindrical and spherical coordinates
Schwarz’s theorem, young’s theorem, maxima and minimal for function of two variables
Beta and gamma function, power series
Assignments, test
Final Term Exams
Chapters
18
Department
Mathematics
Teacher
Ms. Wajiha Pervaiz