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Audichya A. — Mathematics: Marvels and milestones
Audichya A. — Mathematics: Marvels and milestones



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Название: Mathematics: Marvels and milestones

Автор: Audichya A.

Аннотация:

To transport the reader to the highest level of mathematical awareness and to acquaint him with outstanding mathematical achievements. The foremost of them all is the pluralization of mathematics, i.e.,where we had geometry, we now have geometries, and algebras rather than algebra, and number systems rather than number system. It is intended for the intelligent layman who is in search of short and pointed answers to his queries but is little inclined to undertake detai led study of mathematical ideas and concepts.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 2008

Количество страниц: 192

Добавлена в каталог: 22.02.2014

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Number of integrs      115
Number of points on unequal iines      115
Number of primes      59
Number, concept, extension of      53
Numbers, complex number, further extension of      75
numbers, complex numbers      54 73
Numbers, composite      56 57
Numbers, cube      113
Numbers, even      113
Numbers, hypercomplex      75
Numbers, irrational      53
Numbers, natural      71
Numbers, prime      56 57
Numbers, Pythagorean      66
Numbers, rational      53
Numbers, real      53
Numbers, square      113
Numbers, transcendental      54
Numbers, transfinite      118
Numbers, whole      53
One-one correspondence      114
One-sided surface      36
Operation      94
Osculating plane      153
Oswald Veblen      43
parabola      18 19 20 21
Parabola, accoustical property of      21
Parabola, reflection property of      20
Paradox      119 120 121
Paradox, Barber’s      119
Paradox, how removed?      121
Paradox, Russell’s      120
Paradox, Zeno’s      135 136
Parallel postulate      4
Plane curves, study of      150
Poincar$\acute{e}$      121
Point      3 25 30 34
Point as element      26
Point of inflexion      141
Prime, the greatest      59
Prime, the highest power in n of      64
Primes, distribution of      60
Primes, method of computing      59
Primes, twin      62 63
Primes, twin, property common to all      63
Progression, arithmetic      132
Progression, geometric      133
Progression, harmonic      133
Projection      15 16
Projective geometry      15 16
Proof theory      48
Pseudo-sphere      8 9 10 11
Pure and Applied Mathematics, interdependence of      183
Pure mathematics      183
Pythagorean numbers      66
Quadratic equation      71
Quaternions      74
Radian measure      135
Raindrops- why spherical      146
Rational and irrational points      160
Real analysis      177 178
Real Analysis, early worries of      178
Real Analysis, early worries of, how set right?      178
Real Analysis, topics studied in      177
Real variable      171 172
Rectangle with diagonals      40
Regular functions      171
Re’aumur      147
Riemann      6 8 11 12 159 160 178
Riemann integral      159
Riemann Integral, case of failure of      159
Riemannian geometry      1 6 8
Riemann’s hypothesis about zeros of zeta function      174
Riemann’s zeta function      173 174
Ring (s), commutative      99
Ring(s)      94 99 103
Rules of divisibility      57
Russell, Bertrand      120 121
Russell’s epigram      110
Saddle      11 154
Saddle point      154
Schwartz, Laurent      177
SEQUENCE      131
Sequence, Fibonacci      136
Series      131 132
Series, convergent      131
Series, divergent      132
Series, for sin x      135
Series, hypergeometric      137
Series, hypergeometric, why so called      137
Series, infinite      131
Set      101 112
Set operations, complementation      112
Set operations, intersection      112
set operations, UNION      112
Set theory at elementary level      121
Set, as subset of itself      113
Set, associative property      95
Set, cardinality of a      113
Set, closure property of a      94
Set, comlementofa      106
Set, countable      117
Set, finite      113
Set, infinite      113
Set, null      106
Set, subset of a      106 112 113
Set, uncountable      117
Set, universal      106
Seven Bridges of Koenigsberg      38
slope      23 138 139
Space      13 25
Space as manifold      26
Space-filling curve      151
Space-time interval      25
Space-time, structure of      14
Star-like figure      40
Straight line      10 11 12
Straight line, as shortest distance      10
Symmetries      97
Tangent to a curve      139 147 152
Tartaglia      77
Tensor      180
Tensor analysis      180
Tensor analysis, applications of      180
Theorem of Pythagoras      5 67
Theory of distributions      176
Theory of groups, different branches of      98 99
Topological properties, inside and outside as      31
Topological properties, of figures      31
Topological properties, of surfaces      32
topology      30 33 34 35 36 37 38 40
Topology as mathematics of the possible      34
Topology as rubber sheet geometry      34
Topology as study of continuity      34
Topology, algebraic      33
Topology, branches of      33
Topology, combinatorial      33
Topology, fundamental concepts of      33
Topology, general      34
Topology, network problems in      38
Topology, point-set      33
Torsion      152 153
Torus      32 42
Tractrix      8
union      105
Union, Unique Factorization Theorem      62
Unsettled questions regarding primes      62
Validity of conclusions      109
Variable      126
Variable, dependent and independent      126
Vector (s)      100 180
Vector product not commutative      101
Vector space(s)      94 103 104
Velocity      139
Vertex      38
Vertex, odd or even      38
Vertices      38 39 40 41
Wave equation      170
Weierstrass      75
Wilson’s Theorem      65
Wireless waves, prediction of      170
Wolf Gang Haken      41
Zermelo      121
Zero divisors      102
Zeta function, Riemann’s      173
Zeta function, Riemann’s, hypothesis regarding zeros      174
Zeta function, Riemann’s, zeros of      174
Zukovskii, discovery of      173
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