TY  - BOOK
AU  - Mashood, Bahman
TI  - Mathematical analysis
SN  - 9781682502839 [hardbound]
U1  - 515 M42 2016 
PY  - 2016///
CY  - New York, New York
PB  - Magnum Publishing
KW  - Mathematical analysis
N1  - Includes index; Chapter 1 On geometrical methods that provide a short proof of four color theorem -- Chapter 2 Solutions of linear fractional non-homogeneous differential equations with Jumarie fractional derivative and evaluation of particular integrals -- Chapter 3 Linear model analysis of observational data in the sense of least-squares criterion -- Chapter 4 On the construction of families of type II, subfactors each containing a middle subfactors -- Chapter 5 Similar constructing method for solving the boundary value problem of the compound Kummer equation -- Chapter 6 Analytic solution of linear fractional differential equation with Jumarie derivative in term of Mittag-Leffler function -- Chapter 7 Similar construction method of the boundary value problem of composite spherical bessel equations -- Chapter 8 Composition operators on Lorentz-Karamata-Bochner spaces -- Chapter 9 Common fixed point theorems for two self-maps in cone metric spaces under different contractive conditions -- Chapter 10 On the analytic curve of C2 which is not omitted by every Fatou-Bierberbacj domain -- Chapter 11 Inequalities for the Sth derivative of polynomials not vanishing inside a circle -- Chapter 12 He-Laplace method for the solution of two-point boundary value problems -- Chapter 13 Some identities involving common factors of k-Fibonacci and k-Lucas numbers -- Chapter 14 Exact soliton solutions of the 1D generalized Gross-Pitaevskii equation with quadratic potential and parameterized nonlinearity -- Chapter 15 On location of zeros of polynomials -- Chapter 16 Modular relations for the sextodecic analogues of the Rogers -Ramanujan functions with its applications for partitions -- Chapter 17 On inequalities of trigonometrically p- convex functions -- Chapter 18 Common and coincidence fixed point theorems for asymptotically regular mappings in Hilbert Spaces -- Chapter 19 On the Enestrom-Kakeya theorem -- Chapter 20 Sets and operations on sets quantifiers -- Chapter 21 Real numbers. Fields -- Chapter 22 Vector spaces. Metric spaces
ER  -