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1
Table of integrals, series, and products
2
Take a Chance
3
Taking design thinking to school : how the technology of design can transform teachers, learners, and classrooms
4
Taming the infinite: the story of mathematics
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Tasks in primary mathematics teacher education : purpose, use and exemplars
6
Tauberian remainder theorems
7
Taylor expansions and catastrophes
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Teach yourself astrology
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Teach yourself calculus
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Teach yourself geometry...
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Teacher learning that matters: international perspectives
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Teacher supervision and evaluation
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Teacher training : orientations professional competencies
14
Teacher training : preschool and elementary school education : orientations and expected competencies
15
Teachers as researchers: qualitative inquiry as a path to empowerment
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Teachers investigate their work
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Teaching and learning algebra
18
Teaching and learning in diverse and inclusive classrooms
19
Teaching and learning mathematics : A Guide to Recent research and its Applications
20
Teaching and learning patterns in school mathematics psychological and pedagogical considerations
21
Teaching and learning proof across the grades: a K-16 perspective
22
Teaching and learning second language listening: metacognition in action
23
Teaching and Learning through Problem Solving Methods
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Teaching and learning through reflective practice: a practical guide for positive action
25
Teaching and learning with technology beyond constructivism
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Teaching children 3 to 11
27
Teaching children with special needs
28
Teaching critical thinking skills
29
Teaching exceptional children
30
Teaching for student learning: Becoming an accomplished teacher
31
Teaching for understanding: what it is and how to do it
32
Teaching mathematics in secondary schools : A reader
33
Teaching school subjects 11-19: mathematics
34
Teaching Statistics at its Best
35
Teaching statistics in school mathematics-challenges for teaching and teacher education a joint ICMI/IASE study
36
Teaching toward solutions: a solution-focused guide to improving student behavior, grades, parental support, and staff morale
37
Teaching young children mathematics
38
Team games for trainers
39
Techinques of classroom teaching
40
Techniques and principles in language teaching
41
Techniques of multivariate calculation
42
Techniques of problem solving
43
Technologies for education
44
Templates for the solution of linear systems: building blocks for iterative methods
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Temporal data mining
46
Ten applications of graph theory
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Ten lectures on wavelets
48
Tennessee statistical abstract 1991
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Tenth Islamic Countries Conference on Statistical Sciences ( ICCS-X ) on Statistics for Development and Good Governance: December 20-23 , 2009, The American University of Cairo (AUC), New Cairo,Egypt.
50
Test bank II to accompany economics
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Test bank to accompay principles of economics
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Testing statistical hypotheses
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Thai mathematical olympiad 1997
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The 12יTH international congress on mathematical education ( ICME 12)
55
The 1997 british mathematical olympiads
56
The addison-wesley science handbook
57
The algebraic structure of group rings
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The analysis of contingency tables
59
The analysis of time series : theory and practice
60
The analysis of time series an introduction
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The analysis of time series an introduction
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The analysis of variance
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The analysis of variance
64
The Art and craft of teaching
65
The art of computer programming
66
The art of mathematics coffee time in Memphis
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The art of problem posing
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The art of problem solving a resource for the mathematics teacher
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The art of problem solving: Volume 1: the Basics
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The art of problem solving: Volume 1: the Basics , Solutions Manual
71
The art of the infinite :Our Lost Language of Numbers
72
The Atiyah-Singer theorem and elementary number theory
73
The balance of payments
74
The basic theory of elliptic surfaces : notes of lectures
75
The book of instruction in the elements of the art of astrology
76
The book of numbers
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The Book of popular science
78
The book of prime number records
79
The C++ programming language
80
The calculus with analytic geometry
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The calculus with analytic geometry
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The calculus, with analytic geometry
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The Cambridge dictionary of scientists
84
The capital budgeting decision; economic analysis and financing of investment projects
85
The changing shape of geometry
86
The collapse of chaos: discovering simplicity in a complex world
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The concept of irony: with constant reference to Socrates
88
The concepts of the calculus and its conceptual development
89
The contest problem book
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The contest problem book
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The contest problem book 1
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The contest problem book IV
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The Crest of the Peacock
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The Data Analyst: A Statistical Software Package
95
The design and evaluation of educational assessment and accountability systems
96
The developing child in the 21st century
97
The development of mathematical skills
98
The development of mathematics
99
The dots-and-boxes game: sophisticated child's play
100
The effective primary school classroom
101
The elements of probability theory and some of its applications
102
The elements of real analysis
103
The elements of real analysis
104
The elements of statistical learning : data mining, inference, and prediction
105
The elephant in the classroom : Helping children learn and love maths
106
The emperor's new mind
107
The Encyclopedia Americana
108
The enterprise of science in Islam
109
The Facts on File chemistry handbook
110
The Facts on File dictionary of biology
111
The facts on file dictionary of physics
112
The Facts on File physics handbook
113
The first six books of the Elements of Euclid, in which coloured diagrams and symbols are used instead of letters for the greater ease of learners
114
The fortieth American high school mathematics examination...
115
The forty-first American high school mathematics examination...
116
The foundations of mathematics
117
The foundations of statistics
118
The foundations of statistics
119
The four pillars of geometry
120
The fourier integral and certain of its applications
121
The fractional calculus : theory and applications of differentiation and integration to arbitrary order
122
The fundamental operations in bead arithmetichow to use the Chinese abacus
123
The Fundamental Theorem Of Arithmetic
124
The future of the teaching and learning of algebra the 12th ICMI study
125
The geometer's Sketchpad
126
The golden section: nature's greatest secret
127
the great mathematical problems
128
The Handbook of computers and computing
129
The Hardy-Littlewood method
130
The heart of mathematics
131
The heart of mathematics an invitation to effective thinking
132
The higher arithmetic; an introduction to the theory of numbers
133
The higher arithmetican : an introduction to the theory of numbers
134
The historical roots of elementary mathematics
135
The history and practice of ancient astronomy
136
The history of mathematics : an introduction
137
The History Of Mathematics: A Reader
138
The history of mathematics: A very short introduction
139
The history of mathematics: an introduction
140
The honors class
141
The Infinite Cosmos
142
The Influence of computers and informatics on mathematics and its teaching
143
The International Handbook of mathematics Teacher education
144
The Islamic architecture and its specificities in teaching curricula
145
The Italian Research in Mathematics Education: Common Roots and Present Trends
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The Italian Research in Mathematics Education: Common Roots and Present Trends
147
The joy of [pi]
148
The joy of X a guided tour of math, from one to infinity
149
The kinematic method in geometrical problems
150
The knot book
151
The lady or the tiger? and other logic puzzles
152
The language of mathematics utilizing math in practice: utilizing math in practice
153
The Laplace transform
154
The laws of large numbers
155
The Lebesgue integral
156
The legend of the king and the mathematician: Helping youth create mathematics a graph epistle
157
The Life of Numbers
158
The lighter side of technology in education
159
The Limits to growth
160
The little book of big primes
161
The little book of bigger primes
162
The logical design of operating systems
163
The lognormal distribution with special reference to its uses in economics
164
The magical maze : seeing the world through mathematical eyes
165
The making, shaping and treating of steel
166
The management of the British economy, 1945-60
167
The Maple book
168
The math behind the music
169
The Math Chat Book
170
The math fair booklet
171
The mathematical experience
172
The mathematical experience
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The mathematical universe
174
The mathematics of Knots: theory and application
175
The mathematics of platos academy
176
the mathematics pre- service teachers need to know
177
The mathematics that every secondary school math teacher needs to know
178
the method of mathematical induction
179
The Microbial world
180
The millennium problems: the seven greatest unsolved mathematical puzzles of our time
181
The modern slide rule: A Manual of Self- Instruction for Schools , Coolleges and the Professional user
182
the modified algorithm of Jacobi- Perron
183
The Monte Carlo method
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The Monte Carlo simulation method for system reliability and risk analysis
185
The mosaic artist's bible of techniques
186
The Motivation for Learning and Teaching
187
The NAG fortran PC50 library handbook
188
The nature of mathematics
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The New American Webster handy college dictionary
190
The non-Euclidean revolution
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The number [pi]
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The official ScratchJr book : help your kids learn to code!
193
The peak in the middle developing mathematically gifted students in the middle grades
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The persian carpet: the vision of a whole peaple
195
The personnel management process; human resources administration
196
The philosophies of science
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The pleasures of Pi, e and other interesting numbers
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The pleasures of probability
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The pleasures of statistics: an autobiography of Frederick Mosteller
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The Political economy of science
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The polynomial identities and invariants of n x n matrices
202
The Popularization of mathematics
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The price system
204
The Princeton companion to mathematics
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The probabilistic method
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The problem book of the 6th Congress of the World Federation of National Mathematics Competitions July 25-31 ,Riga, University of Latvia 2010
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The problems of mathematics
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the proc step
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The Proceedinngs of the 6th Congress of the World Federation of National Mathematics Competitions July 25-31 ,Riga, University of Latvia 2010
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The Programlive Companion
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The psychology of adolescence
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The psychology of education
213
The psychology of learning mathematics
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The psychology of problem solving
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The Pythagorean theorem: a 4,000-year history
216
The Radicalisation of science
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The rational expectations revolution in macroeconomics : theories and evidence
218
The real numbers and real analysis
219
The rise of the new physics
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The role of scientific societies in the seventeenth century
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the Royal Statistical Society: founded on 15th March 1834 and incorporated by royal charter on 31st January 1887
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The School Mathematics Project
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The School Mathematics Project: A Companion to Advanced Mathematics 1 (parts 1 and 2)
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The scientific revolution
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The search for pattern
226
The shape of content
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The Shortest Lines: Variational Problems
228
The special theory of relativity
229
The State of mathematics achievement
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The statistical analysis of series of events
231
The statistical analysis of time series
232
The structure of economics : a mathematical analysis
233
The structure of Lie groups
234
The structure of probability theory with applications
235
The structure of the real line
236
The student edition of DERIVE
237
The student edition of Minitab
238
The study of language : an introduction
239
The symmetry perspective
240
The teacher development continuum in the United States and China: summary of a workshop
241
The theory of algebraic numbers
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The theory of analytic functions, a brief course
243
The theory of error correcting codes
244
The theory of functions of a complex variable
245
The theory of functions of a real variable and the theory of Fourier's series
246
The theory of groups
247
The theory of information and coding
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the theory of ordered fields
249
The theory of probability
250
The theory of statistical inference
251
The theory of stochastic processes
252
The theory of the Riemann zeta-function
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The theory of the Riemann zeta-function
254
The thirtieth annual high school mathematics examination
255
The thirty fifth American high school mathematics examination...
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The thirty seventh American high school mathematics examination...
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The thirty sixth American high school mathematics examination...
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The thirty-fourth American high school mathematics examination...
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The thirty-secound annual high school mathematics examination
260
The thory of functions
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The Tool-Chest (mark2)
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The trainee secondary teacher's handbook
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The UK mathematics trust yearbook 1998 - 1999
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The UK mathematics trust yearbook 2000 - 2001
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The UK mathematics trust yearbook 2008- 2009
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The usa Math olympiad for 1980
267
The USSR, education, science and culture
268
The wild world of 4-manifolds
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The William Lowell Putnam Mathematical Competition problems and solutions, 1938-1964
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The William Lowell Putnam Mathematical Competition problems and solutions, 1965-1984
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The Winston dictionary
272
The Working of econometric models
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The world of mathematics
274
The zeta-function of Riemann
275
Theorems and counterexamples in mathematics
276
Theoretical philosophy, 1755-1770
277
Theoretical probability for applications
278
Theoretical statistics
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Theoretical statistics: topics for a core course
280
Theorie et applications de la statistique
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Theorie et applications del Analyse
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Theories of mathematics education: seeking new frontiers
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Theories of probability; an examination of foundations
284
Theory and applications of stochastic processes: an analytical approach
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theory and problem of digital priciples
286
Theory of algebraic invariants
287
Theory of demand--real and monetary
288
Theory of functions of a complex variable
289
Theory of functions of a real variabl
290
Theory of games and economic behavior
291
Theory of games and statistical decisions
292
Theory of Maxima And Minima
293
Theory of Number
294
Theory of numbers
295
Theory of numbers
296
Theory of p-adic distributions: linear and nonlinear models
297
Theory of point estimation
298
Theory of point estimation
299
Theory of probability
300
Theory of probability; a critical introductory treatment
301
Theory of sets
302
Theory of statistics
303
Thinking and writing about philosophy
304
Thinking in numbers: on life, love, meaning, and math
305
Thinking in patterns
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Thinking in problems: how mathematicians find creative solutions
307
Thinking skills development program
308
Thinking, fast and slow
309
Third - grade book
310
Thirty-third annual high school mathematics examination 1982
311
Three essays on the state of economic science
312
Three pearls of number theory
313
Three-dimensional flows
314
Tilings and patterns
315
tilings and tessellations
316
Time great discoveries
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Time series : a biostatistical introduction
318
Time series : theory and methods
319
Time series analysis
320
Time series analysis : forecasting and control
321
Time series in the time domain
322
Time series: data analysis and theory
323
Time-harmonic electromagnetic fields
324
Time-series
325
Today's mathematics concepts, methods, and instructional activities
326
Topic in Inequalities
327
Topics in algebra
328
Topics in analytic number theory
329
Topics in applied econometrics
330
Topics in arithmetical functions
331
Topics in engineering mathematics: modeling and methods
332
Topics in functional analysis and applications
333
Topics IN Mathematics (For+ 2 Students)
334
Topics in modern mathematics
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Topics in noncommutative geometry
336
Topics in number theory
337
Topics in number theory
338
Topics in random matrix theory
339
Topics in ring theory
340
Topics in ring theory
341
Topology from the differentiable viewpoint
342
Topology of surfaces, knots, and manifolds
343
Topology; a first course
344
Total colourings of graphs
345
Tournament Of The Towns 1980 To 1984
346
Tournament Of The Towns 1989 to 1993
347
Tournament Of The Towns 1993 - 1997
348
Toward a better future : education and training for economic development in Singapore since 1965
349
Toward a lean and lively calculus
350
Towing icebergs, falling dominoes, and other adventures in applied mathematics
351
Trade, growth, and the balance of payments
352
Transcendental and algebraic numbers
353
Transcendental number theory
354
Transducer interfacing handbook : a guide to analog signal conditioning
355
Transformation geometry
356
Transformation groups for beginners
357
Transforms and applications handbook
358
Trends in teaching and learning of mathematical modelling: ICTMA 14
359
Tribute to a mathemagician
360
Trigonometry
361
Trigonometry
362
Trigonometry
363
Turbo C++
364
Turning on learning
365
Turtle Geometry
366
Twelve papers on topology, algebra and number theory
