Quimica Organica

Bibliograf´
ıa
[1] T.M. Apostol, Calculus, Vol.I, One – Variable Calculus, with an Introduction to Linear Algebra ; Xerox
College Publishing (1967).
[2] R.A. Beaumont y R.S. Pierce, The Algebraic Foundations of Mathematics ; Addison – Wesley (1963).
[3] N. Bourbaki, La arquitectura de las matem´ticas, en Las grandes corrientes del pensamiento
a
matem´tico ; F. Le Lionnais, EUDEBA (1965).a
[4] H. Cartan, Differential Calculus ; Hermann (1971).
[5] R. Courant y F. John; Introduction to Calculus and Analysis, Vol.I ; Wiley-Interscience (1965).
[6] R. Courant y F. John; Introduction to Calculus and Analysis, Vol.II ; Wiley-Interscience (1974).
[7] I.M. Gel’fand y A. Shenitzer, Lectures on Linear Algebra ; Interscience Publishers (1967).
[8] N.B. Haaser, J.P. LaSalle y J.A.Sullivan, A course in Mathematical Analysis, Vol.I, Introduction to
Analysis ; Ginn and Co. (1959).
[9] N.B. Haaser, J.P. LaSalle y J.A. Sullivan, A course in Mathematical Analysis, Vol.II, Intermediate
Analysis ; Ginn and Co. (1965).
[10] P.R. Halmos, Measure Theory ; Springer-Verlag (1974).
[11] P.R. Halmos, Naive set theory ; D. Van Nostrand Co. (1960).
[12] D. Hilbert y W. Ackermann, Elementosde l´gica te´rica ; Editorial Tecnos (1968).
o
o
[13] S. Hu, Introduction to General Topology ; Holden-Day (1969).
[14] S. Lang, Linear Algebra, Addison-Wesley (1960).
[15] L.H. Loomis y S. Sternberg, Advanced Calculus ; Addison – Wesley (1968).
[16] C. Mart´
ınez, El concepto de funci´n en la obra de Euler: un recorrido a trav´s de la constituci´n del
o
e
o
An´lisis Matem´tico Moderno; Miscel´nea Matem´tica 46 (2008) 73-91.
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a
a
a
[17] E. Mendelson, Introduction to Mathematical Logic ; Fourth Edition, Chapman & Hall/CRC (1997).
[18] M.L. O’leary, The structure of proof: with logic and set theory ; Prentice-Hall (2002).
[19] W. Rudin, Principles of Mathematical Analysis ; 2a ed., McGraw-Hill (1964).
[20] W. Rudin, Real and Complex Analysis ; McGraw-Hill (1974).
[21]W. Rudin, Functional Analysis ; McGraw-Hill (1973).
[22] H. Sagan, Advanced Calculus, Houghton Mifflin Co. (1974).
177

[23] L. Schwartz; Analyse math´matique cours, Vol.I y II ; Hermann (1967).
e
[24] G.E. Shilov, Linear Spaces ; Prentice-Hall (1961).
[25] M. Sch¨nfinkel, On the building blocks of mathematical logic, en From Frege to G¨del; a source book in
o
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mathematical logic, 1879 –1931 ; J. Van Heijenoort, ed., Cambridge, Harvard University Press (1967).
[26] M. Spivak, Calculus on Manifolds ; W.A. Benjamin (1965).
[27] P. Suppes, Axiomatic set theory ; Dover (1972).
[28] A.N. Whitehead y B. Russell, Incomplete symbols: Descriptions, en From Frege to G¨del; a source
o
book in mathematical logic, 1879 – 1931 ; J. Van Heijenoort, ed., Cambridge, Harvard University Press(1967).
[29] K. Yosida, Functional Analysis ; Springer-Verlag (1971).

Si ya no temes. . . eres libre

178

Indice
Alef
cero. . . ℵ0 , 50
dos. . . ℵ2 , 50
uno. . . ℵ1 , 50
Algoritmo, 96
An´lisis matem´tico no est´ndar, 167
a
a
a
Anillo conmutativo, 43
Arist´teles, 10
o
Axioma, 26
de apareamiento, 26
del supremo, 42
de elecci´n, 31
o
de especificaci´n, 26
o
de extensi´n,27
o
de potencia, 30
de uni´n, 28
o
Banach Stefan, 5
Base, 120
Berkeley George, 165
Bola
abierta. . . Bη (p) , 170
agujerada. . . Bη (p)◦ , 173
cerrada. . . Bη (p) , 172
Boole G., 10
Bourbaki Nicolas, 5, 6, 86
C´lculo initesimal, 167
a
Campo algebraico, 43
ordenado, 43
Cantor Georg, 26, 176
Cardinalidad. . . #A , 50
Cero barra. . . , 0 , 51
Church Alonzo, 5
Clase
cero. . .CV0×W , 58
Clifford William, 166
Columna. . . [A](j ), 96
Combinaci´n lineal, 121
o
Condici´n de especificaci´n, 26
o
o
Conector
coconcatenaci´n. . . − , 19
o
coimplicaci´n. . . ↔ , 12
o
coimplicaci´n tautol´gica. . . ⇔ , 15
o
o
coinferencia. . .
, 18

concatenaci´n. . . − , 19
o
conjunci´n copulativa. . . ∧ , 13
o
conjunci´n disyuntiva. . . ∨ , 13
o
conjunci´n dual. . . ∨...