|  |  Your search for [subject]Functions. returned 665 records. |  | 
															
								
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									|  |  |  | Further high school mathematics. 
 UP Diliman, Quezon City: University of the Philippine System, 1975.
 
 Subject: Graphs of relations; Linear functions; Quadratic-Power functions; Logarithmic functions; Exponential functions; Circular functions; High school mathematics.
 
 
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									|  |  |  | Fatou type theorems : maximal functions and approach regions. 
 by Di Biase, Fausto,  1962-; Boston: Birkhauser, 1998.
 
 Subject: Holomorphic functions; Fatou theorems; Functions of several complex variables.
 
 
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									|  |  |  | Computability and logic /: George S. Boolos, John P. Burgess, Richard C. Jeffrey. 
 by Boolos, George; Cambridge: Cambridge University Press, 2002.
 
 Subject: Computable functions; Recursive functions; Logic, Symbolic and mathematical.
 
 
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									|  |  |  | On the arithmetic-geometric mean inequality. 
 by Pagulayan, Livina De Leon.; 1981.
 
 Subject: Arithmetic functions; Functions of complex variables; Geometry, Algebraic.
 
 
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									|  |  |  | On the right B1 compositors. 
 by Fenecios, Jonald P.; 2012.
 
 Subject: Mathematics; Right B1 compositors; Functions; Baire Class One; D-continuous functions.
 
 
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									|  |  |  | The equidistribution theory of holomorphic curves. 
 by Wu, Hung-hsi, 1940-; Princeton, N.J.: Princeton University Press, 1970.
 
 Subject: Analytic functions; Functions, Meromorphic; Value distribution theory.
 
 
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									|  |  |  | Functions : advanced algebra, trigonometry, statistics. 
 Quezon City: Educational Resources Corp., 2003.
 
 Subject: Functions -- Study and teaching (Secondary); Algebraic functions.
 
 
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									|  |  |  | Convex functions, monotone operators and differentiability. 
 by Phelps, R. R.; Berlin: Springer-Verlag, 1993.
 
 Subject: Convex functions; Differentiable functions; Monotone operators.
 
 
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									|  |  |  | Complex analysis. 
 by Deshpande, J.V.; New Delhi, India: Tata McGraw-Hill, 1986.
 
 Subject: Analytic functions; Functions of complex variables.
 
 
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									|  |  |  | Exponential and logarithmic functions. 
 by Klopfenstein, Kenneth F.; Aurora, CO: Davies and Associates, 1991.
 
 Subject: Functions, Exponential; Logarithmic functions.
 
 
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