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| Stoll W. — Value Distribution on Parabolic Spaces |
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| Предметный указатель |
Adapted 4 42 46
Adapted, almost 44 46
Adapted, strictly 45 46
Adapted, truly 42 46
Affine algebraic precycle 164
Affine algebraic variety 163
Affine plane 167
Algebraic variety 163
Almost adapted 44 46
ample 24
Amplification 24
Analytic cycle 87
Analytic precycle 3 87
Average compensation function 66
Average deficit 64
b-multiplicity 48
Base point set 1 26
Branching divisor 112
Bundle, canonical 22 110
Bundle, determinant 22 110
Bundle, holomorphic cotangent 21
Bundle, holomorphic tangent 21
Bundle, hyperplane section 23
Bundle, Jacobian 6 110
Bundle, line 20
Bundle, line, non-negative 21
Bundle, line, positive 21
Bundle, tautological bundle 23
Canonical bundle 22 110
Carlson — Griffith form 8 126
Casorati — Weierstrass 5 92 108
Center 73
Central exhaustion 73
Characteristic function 4 64 96
Chern form 20
Chern Levine form 2 16 18 34
Chern Levine form, dual 18
Class  3 79
Classification map 28
Classification map, dual 28
Classification sequence 23
Closed graph 27
Compensation function, average 66
Compensention function 4 65 98 99
Complex projective space 14
Condensor 63
Consistent sign 186
Constant section 24
Cotangent bundle, holomorphic 21
Counting function 4 64 79 88 97
Covering exhaustion 79
Crofton formula 70
Cycle, analytic 87
Defect 10 65 97 98 155
Defect relation 10 155
Defect, deviation 159
Defect, dominator 10 155
Defect, ramification 6 155
Defect, Ricci 6 155
Deficit 4 65 97
Deficit, average 64
Determinant bundle 22 110
Deviate 160
Deviation 2 31
Deviation defect 159
Distance 31
Distinguished hermitian metric 2 31
Distinguished neighborhood 47
Divisor, branching 112
Divisor, multiplicity 51
Divisor, ramification 110
Dominated form 141
Dominated Jacobian section 8 138
Dominator 9 138 141
Dominator defect 10 155
Dual Chern — Levine forms 18
Dual classification map 28
Dualism 14
Effective field 114
Effective form 112
Effective Jacobian section 6 110
Evaluation map 24
Evans — Selberg potential 80
Evans-kernel 80
Exhaustion 73
Exhaustion, central 73
Exhaustion, covering 79
Exhaustion, logarithmic pseudo-convex 73
Exhaustion, parabolic 3 73
Exhaustion, pseudo-convex 73
Exhaustion, simple parabolic 80
Exhaustion, strict parabolic 74
Exhaustion, strictly pseudo-convex 73
Exhaustion, strong 73
Extension 20 55
Exterior derivative 15
Field, effective 114
First Main Theorem 5 66 99
Form, Chern 20
Form, Chern — Levine 2 16 18 34
Form, dominated 141
Form, dual Chern — Levine 18
Form, effective 112
Form, non-negative 20 55
Form, positive 20 55
Form, Ricci 5 22
Fubini — Study Kaehler metric 16
General assumptions 203—206
General position 7 123 124
General type 11 168
Grassmann cone 1 13
Grassmann manifold 1 14
Growth, rational 93 156
Growth, transcentental 93 156
Hausdorff measure 56
Hausdorff measure, locally finite 56
Hausdorff measure, zero 56
Hermitian metric 14
Hermitian metric along the fibers 19
Hermitian metric, distinguished 2 31
Hermitian vector bundle 19
| Hermitian vector space 14
Holomorphic cotangent bundle 21
Holomorphic field 113
Holomorphic frame 19
Holomorphic tangent bundle 21
Holomorphic vector field 109
Holomorphic volume homomorphism 111
Hyperplane section bundle 23
Incidence space 38 40
Indeterminacy 27
Indeterminacy, strong 27
Inner product 13
Integral average 18
Interior product 13
Irreducible representation 28
Jacobian bundle 6 110
Jacobian section 6 109 110
Jacobian section, dominated 8 138
Jacobian section, effective 6 110
Line bundle 20
Line bundle, non-negative 21
Line bundle, positive 21
Liouville 92
Locally finite Hausdorff measure 56
Logarithmic pseudo-convex exhaustion 73
Main Theorem, First 5 66 99
Main Theorem, Second 8 133
Main Theorem, Third 9 149 153 166
Meromorphic map 27
Minimal slicing map 48
Multiplicity 47 48 52 53
Multiplicity, divisor 51
Neighborhood, distinguished 47
Non-negative form 20 55
Non-negative line bundle 21
Normal crossings 7 173
Order 10 171 172
Order of a map 11 172
Order of a precycle 11 171
Order of an exhaustion 11 171
Parabolic exhaustion 3 73
Parabolic exhaustion, simple 80
Parabolic exhaustion, strict 74
Parabolic kernel 81
Parabolic space 3 74
Patch 20 55
Patch, smooth 20 55
Picard 92
Picard — Borel theorem 10 167
Positive form 20 55
Positive line bundle 21
Precycle 3 87
Precycle, affine algebraic 164
Product, inner 13
Product, inner, interior 13
Projection from a center 163
Projective closure 161
Projective plane 14
Projective space, complex 14
Proper support 87
Pseudo-ball 73
Pseudo-convex exhaustion 73
Pseudo-convex exhaustion, logarithmic 73
Pseudo-convex exhaustion, strictly 73
Pseudo-sphere 73
Quotient metric 20
Ramification defect 6 155
Ramification divisor 110
Rational growth 93 156
Regular slicing map 47
Relative product 19
Representation 28
Representation, irreducible 28
Representation, simple 28
Ricci defect 6 155
Ricci form 5 22
Ricci function 5 118 122
Ricci function of an exhaustion 6 119
SAFE 36 38
Safe of order p 37 38
Second Main Theorem 8 133
Section bundle, hyperplane 23
Section, constant 24
Section, Jacobian 6 109 110
Section, Jacobian, dominated 8 138
Section, Jacobian, effective 6 110
Semi-ample 24
Semi-ample of order p 26
Semi-amplification 24
Semi-amplification of order p 126
Separate signs 57 186
Signs, consistent 186
Simple parabolic exhaustion 80
Simple point 35
Simple representation 28
simplification 24
Slicing map 47
Slicing map, minimal 48
Slicing map, regular 47
Smooth patch 20 55
Spherical image 4 64 94 95
Stokes admissible 56
Stokes domain 56
Stokes domain, weak 56
Strictly adapted 45 46
Strictly parabolic exhaustion 74
Strictly pseudo-convex exhaustion 73
Strong exhaustion 73
Strong indeterminacy 27
Support, proper 87
Tangent bundle, holomorphic 21
Tautological bundle 23
Test family 185
Third Main Theorem 9 149 153 166
Transcendental growth 93 156
Truly adapted 42 46
Valence function 4 64 89 97
Variety, affine algebraic 163
Variety, projective algebraic 163
Volume homomorphism, holomorphic 111
Weak Stokes domain 56
Zero Hausdorff measure 56
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