A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | Y | Z | - I : 22E27
- I.e. : 20L05, 35R20
- Ideal : 13A15, 13F10, 16E60, 20M12, 30F25, 46E30
- Ideals : 06B10, 11R44, 13A15, 13A30, 13B22, 13Cxx, 13C10, 13C11, 13C12, 13C40, 13F20, 13P10, 16Dxx, 16D25, 16D40, 16D60, 16D80, 16N40, 16P70, 16R10, 16S70, 46H10, 46J20, 47B10, 47L20
- Idempotents : 17C27
- Identification : 93B30, 93E12
- Identities : 05A19, 11B65, 15A24, 16R10, 16R40, 16R50, 17A30, 17B01, 17C05
- Identity : 16Rxx
- If : 46H25
- Ill : 47A52, 47J06, 65F22
- Image : 62H35, 62M40, 68U10, 94A08
- Imaging : 92C55
- Imbeddable : 51A45
- Imbedding : 05C10
- Imbeddings : 58D10
- Immersions : 53C42, 57N35, 57Q35, 57R42, 58D10
- Impact : 74M20
- Implicit : 26B10, 34A09, 47J07, 58C15
- Improperly : 35R25, 65J20, 65L08, 65M30, 65R30
- Impulse : 70G10
- Impulses : 34A37, 34B37, 34K45
- Impulsive : 35R12, 49N25
- Incidence : 05B20, 51Axx, 51A45, 51Bxx, 51Exx, 51E30, 51G05, 51H10, 51H15, 51Jxx, 51J10
- Inclusion : 40D25
- Inclusions : 34A60, 34G25, 49J24, 49K24
- Incomplete : 33B20, 49N30, 93C41
- Incompressible : 76Bxx, 76Dxx
- Inconsistency : 03B53
- Increments : 60G51
- Indefinite : 34B09, 46C20, 47B50, 53B30, 53C50
- Independence : 03E35, 11J72, 11J85, 54A35
- Independent : 05C69, 49J05, 49J10, 49K05, 49K10, 58E10, 58E12, 60G50, 60G51, 74C05, 74C15
- Index : 19K56, 37B30, 37C25, 47A53, 53D12, 58J20, 58J22, 90C08
- India : 01A32
- Indices : 37B30, 91B82
- Indigenous : 01A12, 01A13, 01A15
- Individual : 47Cxx, 91B08
- Induced : 22D30, 60G30
- Induction : 19A22
- Inductive : 03B48, 03D70, 46A13, 46M40
- Industrial : 60J20
- Industry : 62P30
- Inequalities : 05A20, 11D75, 11J25, 15A39, 15A42, 15A45, 26Dxx, 26D05, 26D07, 26D10, 26D15, 26D20, 30A10, 32A22, 34A40, 35J85, 35K85, 35L85, 35R45, 39B62, 39B72, 41A17, 42A05, 47A30, 47A50, 47A63, 47Jxx, 47J20, 49J40, 51M16, 52A40, 54A25, 58E35, 60E15
- Inertial : 35B42, 37L25
- Inference : 62Fxx, 62F15, 62F30, 62Gxx, 62G32, 62Jxx, 62Mxx
- Infinitary : 03C75, 08A65
- Infinite : 15-99, 16D30, 16K40, 17B65, 20B07, 20B22, 20B27, 20C07, 20C12, 20C32, 20Exx, 20Fxx, 20K20, 22E65, 26E15, 26E20, 28C20, 32-XX, 34A35, 34B40, 35R15, 35R50, 37A40, 37G30, 37Kxx, 37K30, 37K55, 37Lxx, 37L55, 40Axx, 40A20, 46E50, 46F25, 46Gxx, 46G20, 46T05, 55P47, 57N20, 57Rxx, 58Bxx, 58B25, 58Exx, 60B12, 70F45, 81R10, 90C34
- Infinitely : 35R15, 60E07, 91A13
- Infinitesimal : 13D10, 14B10
- Infinity : 26A12
- Information : 49N30, 62Bxx, 62B10, 68P20, 68P30, 68Q30, 68U35, 93C41, 94-XX, 94-99, 94Axx, 94A15, 94A17
- Informational : 91B44
- Inhomogeneity : 74E05
- Inhomogeneous : 11J20
- Initial : 34A12, 35B30, 35E15, 35F10, 35F25, 35G10, 35G25, 35K15, 35K30, 35K45, 35L15, 35L30, 35L45, 35S10, 58J47, 65L05, 65Mxx, 74B10
- Injective : 13C11, 16D50, 46M10
- Injectives : 08B30, 18G05
- Inner : 03E45, 15A63, 46Cxx, 46C05, 46C20, 46C50
- Innovations : 97C80, 97C90
- Input : 93B15, 93D25
- Inseparable : 12F15
- Inspection : 90B25
- Instability : 70K50, 76E09, 76E15, 76E17, 76E20, 76E25
- Instantons : 14D21
- Institutions : 01A74
- Instruction : 97Dxx, 97U50, 97U80
- Instructional : 00-01, 01-01, 03-01, 05-01, 06-01, 08-01, 11-01, 12-01, 13-01, 14-01, 15-01, 16-01, 17-01, 18-01, 19-01, 20-01, 22-01, 26-01, 28-01, 30-01, 31-01, 32-01, 33-01, 34-01, 35-01, 37-01, 39-01, 40-01, 41-01, 42-01, 43-01, 44-01, 45-01, 46-01, 47-01, 49-01, 51-01, 52-01, 53-01, 54-01, 55-01, 57-01, 58-01, 60-01, 62-01, 65-01, 68-01, 70-01, 74-01, 76-01, 78-01, 80-01, 81-01, 82-01, 83-01, 85-01, 86-01, 90-01, 91-01, 92-01, 93-01, 94-01, 97-01
- Insurance : 91B30
- Integer : 11F37, 11Y55, 13F20, 90C10, 90C11
- Integers : 05A17, 11N25, 11N69, 11N80, 11R04, 11R33, 15A36, 20G25, 20G30
- Integrability : 37J30, 37K10
- Integrable : 14H70, 17B80, 35Q58, 37J35, 37K10, 37K15, 70E40, 70H06, 70H08, 81R12
- Integral : 11R33, 11S23, 13B21, 13B22, 13G05, 16U10, 20C10, 20C12, 26B20, 26D10, 30C15, 30E20, 31A10, 31B10, 32A25, 32A26, 33B20, 33E30, 34C05, 34C45, 35A22, 35C15, 35S30, 40C10, 41A35, 44-XX, 44-99, 45-XX, 45-99, 45A05, 45B05, 45D05, 45Exx, 45E05, 45E10, 45Fxx, 45F05, 45F10, 45F15, 45Gxx, 45G05, 45G10, 45G15, 45N05, 45P05, 45R05, 46F12, 46N20, 47B35, 47Gxx, 47G10, 47L80, 47N20, 49J22, 49K22, 49Q15, 52A22, 53C65, 58J40, 60H20, 65C30, 65Rxx, 65R10, 65R20, 81Q40
- Integrally : 13B22
- Integrals : 14K20, 22E27, 26A33, 26A39, 26A42, 26D15, 28A35, 28Bxx, 28B05, 28B10, 28B15, 28C05, 28C20, 30D10, 30E20, 32A55, 33B20, 33C60, 33C70, 33C75, 33D05, 33D60, 33D70, 33E05, 33E20, 34C08, 40A10, 42A50, 42B20, 44-XX, 46T12, 47A46, 58D30, 60H05, 81Q30, 81S40
- Integrated : 47D62
- Integration : 11S80, 26B15, 28-XX, 28-99, 28A25, 28A50, 28B20, 28C05, 30E20, 32C30, 37J35, 37K15, 46Gxx, 46G10, 46G12, 46L51, 49Q15, 58-XX, 58C35, 65D30, 70H06
- Integrators : 37M15, 65P10
- Integro : 45J05, 45K05, 47Gxx, 47G20
- Intelligence : 68Txx, 68T27
- Interacting : 60K35, 82C22
- Interaction : 76B15, 76D09, 76N17, 81V05, 81V10, 81V15, 81V17, 83C55
- Interactions : 74F10, 81V19, 97C60
- Interactive : 68Q10
- Interest : 00B10, 00B20, 00B25
- Interface : 82B24, 82C24
- Interfaces : 68U35, 74A50
- Interfacial : 76E17
- Interior : 90C51
- Intermediate : 03B55
- Internal : 74Cxx, 76B55
- Interpolation : 03C40, 30E05, 32E30, 41-XX, 41A05, 42A15, 46B70, 46M35, 47A57, 65D05, 65T40
- Interpretations : 03F25
- Interpreters : 68N20
- Intersection : 05C62, 13D22, 14C17, 14F43, 32S60, 35S35, 37G25, 55N33
- Intersections : 13C40, 14M10, 55N45
- Interval : 37E05, 65Gxx, 65G30, 65G40
- Intervals : 11L26, 34B40
- Into : 51A45
- Intuitionistic : 03B20, 03D45, 03F55
- Invariance : 58J70, 60F17
- Invariant : 13A50, 14L24, 16R30, 16U70, 16W22, 28C10, 32F45, 34K19, 37B35, 37C40, 37D10, 37J15, 37L25, 37L40, 37M25, 46E30, 47A15, 47A46, 58E09, 70H33, 70K43
- Invariants : 14J80, 14N35, 15A72, 28D20, 32S10, 32S50, 32T27, 34C14, 37A35, 37C15, 37J15, 46A63, 53A55, 53D45, 55Q25, 55S45, 57M27, 57R57, 58J28, 58K65, 70H11
- Inventory : 90B05
- Inverse : 11P70, 12F12, 15A29, 20M18, 31A25, 31B20, 34A55, 34K29, 34M50, 35R30, 37K15, 41A27, 43A50, 45Q05, 47J07, 49N45, 65F18, 65J22, 65L09, 65M32, 65N21, 65R32, 70F17, 74G75, 74J25, 78A46, 80A23, 81U40, 86A22
- Inverses : 15A09, 16S10, 46M18, 47A05
- Inversion : 11A25, 15A09, 40Exx, 40E15, 65F05
- Invertible : 14C20
- Investigation : 65L07
- Investment : 91B28
- Inviscid : 76Bxx, 76B70, 76D09, 76N17
- Involution : 16R50, 16W10, 46Kxx, 46K05, 46K10, 46K50, 46K70
- Involving : 11J95, 11P32, 15A42, 15A45, 26D07, 26D10, 35Rxx, 46Gxx, 47A50, 47A62, 47Jxx, 47J05, 47J20, 49J15, 49J20, 49J22, 49J24, 49J25, 49J45, 49J55, 49K15, 49K20, 49K22, 49K24, 49K25, 49K45, 49M29, 68-XX, 74N25, 74N30, 90C35, 91A43, 91A44, 93C83
- Ionized : 76X05
- Irrationality : 11J72, 11J82
- Irreducibility : 08B26, 11R09, 12E05, 12E25
- Irregularities : 11K38
- Irreversible : 82B35, 82C35
- Ising : 82B20, 82B44, 82C20, 82C44
- Islam : 01A30
- Isogeny : 14K02
- Isolated : 37B35
- Isols : 03D50
- Isometric : 46B04
- Isomonodromic : 34M55
- Isomorphic : 46B03
- Isomorphism : 05C60, 37A35
- Isomorphisms : 20L05
- Isoperimetric : 52B60
- Isospectrality : 58J53
- Isotopy : 57N37, 57Q37, 57R52
- Isotropic : 76F05
- Issues : 53C29, 97A40, 97C60
- Iteration : 26A18, 30D05, 32H50, 39B12
- Iterative : 39B12, 65F10
- Iwasawa : 11R23
A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | Y | Z |
La classification mathématique par matières 2000
Mathematical Subject
Classification 2000
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