Initialtopologie - projectively generated topology
9 r) S; Q) m7 K- M0 i4 d7 |8 winjektiv - injective, ...one-to-one into
5 v8 h; w( W/ Xinnerer Automorphismus - inner automorphism% e, c+ f/ d0 X' j
innerer Punkt - interior point$ r7 ]- V7 _: `+ ^/ z3 v# m; r
Inneres, das Innere - interior
) m# `+ S% e Aintegrierbar - integrable
1 B5 H V7 X: Z4 P L# }- cIntervall - interval
$ w8 b- p0 I5 q- `) U& OIntervallschachtelung - nested-intervals8 v ~ S6 S% x/ }6 r
invarianter Unterraum - invariant subspace
* v' F9 e4 W! @/ C, u( einverse Iteration nach Wielandt - Wielandt''s broken iteration" z. d2 h" T5 m3 g* K
inverse Matrix - inverse matrix' l! I+ w9 |+ q
invertierbar - invertible
; v- e- W3 U/ u/ x2 t; P7 E. Pirrational - irrational
' J+ o: d" W) O! e4 Yirreduzibel - irreducible) l4 |6 M% _ y6 N' Y: g
Irrtumswahrscheinlichkeit - significance level
" _& l1 y; o9 F$ }7 Oisolierter Punkt - isolated point
$ _& L7 c* r5 d5 M- Hisometrisch - isometric2 {' {2 w; t: [' E
Isomorphismus - isomorphism' F4 i( N% ^% q( y
isotrop - isotropic
( E0 i2 s% P; t& N8 W$ z" ?% H; O$ GIsotropiegruppe - stabilizer
2 x+ A+ y; w6 `% _, {/ T0 ^2 q1 |+ j# B5 G! I; r, b
: e0 b, s1 n' i1 S# C[ J ]/ T3 I9 _$ w# Q3 M9 e, K/ X* \" S
6 ^, b5 |; j, }: BJacobimatrix - jacobian% u/ l0 _% y9 c5 p4 w$ W9 x
Jordansche Normalform - Jordan normal form2 y3 Q$ B- V8 S3 e4 E- h3 P6 M
Jordanscher Kurvensatz - Jordan curve theorem/ I. I! y: J* t( s' o$ J1 L. n$ e
9 L- c- F; Y: \ G# `1 e
: T# V* U& J) w A. e[ K ]# v# X" X2 a1 A+ \7 H `9 C
% ]8 C. ?& f$ F/ t) {) Y: x
kanonisch - canonical
# O e0 w7 v# k9 F% y' KKardinalzahl - cardinal (number)
$ U: m+ b" v+ ]( ^Karte - chart& k! r4 e5 T, W) R" T) O) z4 q
kartesisches Produkt (von Mengen) - cartesian product& F3 F6 ^+ O ~+ F
Kategorie - category
0 q5 O. ]1 r5 L3 c6 ^& `) QKegel - cone
0 ]4 P* {. ^4 v5 C3 J6 V# f9 T- LKegelschnitt - conic
$ w- t8 S6 D$ j& S6 X& bKeim - germ
* x; j0 u3 A( NKern (z.B. eines Homomorphismus) - kernel
3 q) v' J9 w" P7 w VKettenbruch - continued fraction
& A j% Y4 X" m; d# ?, VKettenregel - chain rule
- A# U+ O, r8 A2 ~+ S& I2 c& l% T' A& RkgV (kleinstes gemeinsames Vielfaches) - lcm (least common multiple)0 I0 a+ l6 J: }" ]: p9 ~
klassische Gruppen - classical linear groups; w' u* w: ?1 v' ~2 I
Kleinsche Vierergruppe - Kleinian group
& {9 I. ^- [, E9 akleinstes gemeinsames Vielfaches (kgV) - least common multiple (lcm). J0 r- ?) ~3 S
Kodimension - codimension O, J( O5 W- p/ ~! _ r* K! z
Kokern - cokernel( p. I4 ?6 T# v1 N
Kollineation - collineation
& H9 j# Z# r1 w# c9 Hkommutativ - commutative
( L( `3 u3 t$ E" ]& r" I% zKommutator - commutator" ~9 P' }1 [9 C9 m2 k0 U# U& }
kompakt - compact
+ I; `4 q! g* n dkompakte Konvergenz - compact convergence
: t/ A/ |' {6 N3 o* Ykompakter Operator - compact operator
7 X( ~6 N/ {. G0 N( EKompaktifizierung - compactification
( H+ b1 p+ H8 l3 LKomplement - complement
* h: V/ L# \7 X% k; B4 vkomplementäre Matrix - complementary matrix
r: g' j, v" g4 o% Fkomplex differenzierbar - differentiable with respect to a complex . u8 ?3 W' u0 ^& [+ E
variable, z# @" z. p' a
komplexe Mannigfaltigkeit - complex manifold
^5 }1 B3 _- Y7 ^2 Q) w* hkomplexe Zahl - complex number
: }$ j5 I; A S, s& B5 Y4 oKomplexifizierung einer reellen Vektorraumes - complexification of a 4 \) d! n9 C; n2 `
real vector space
6 h" q; p" X, D& m- DKonfidenzbereich - confidence region% N1 z U, H# a$ P. k5 Q; S. j
Konfidenzniveau - confidence level
/ U8 t; w& k/ @ p/ o/ q1 S8 okongruent - congruent4 @4 L T( D# Y& d1 h7 t m
Kongruenz - congruence1 {+ y7 E, \: y* d* I& W
konjugiert komplexe Zahl - conjugated complex number4 g: k' @# E. E$ d0 X' \" L
konjugierte Untergruppe - conjugated subgroup
9 O) z# Z9 W4 o* l7 mkonkav - concave) Q7 J, Q+ f8 `& m
Konsistenz - consistency
3 \$ c! l J9 W3 y# Z2 f1 qkontrahierende Abbildung - contracting map4 V' {7 C5 a, T; `4 F5 u
kontravarianter Funktor - contravariant functor: m% b& J! v2 _$ F/ _1 |" F
Konvergenz - convergence
5 f/ `' p0 P- W! HKonvergenzkriterium - convergence criteria
( W/ V6 m) s3 d6 {8 _Konvergenzordnung - order of convergence, rate of convergence5 J2 b9 N$ i& ]! G2 {( V, j
Konvergenzradius - radius of convergence- n: S# H% |/ y4 p" }+ H* ]
konvexe Funktion - convex function
# n) `* ?: \& f# u: J+ t: E6 |konvexe Hülle - convex hull
8 ~$ M: [; F6 `! Akonvexe Menge - convex set
) a: c, j9 N4 O" K! z' }: kKonvolution, Faltung - convolution# t- ?* C/ R+ p2 ]- }$ f1 w
Koordinaten - coordinates# i7 n* [$ Y/ L$ U( F
Körper - field
. I4 |6 j0 @( ~: C5 N3 c! n5 CKörpererweiterung - field extension, D$ P3 a' T7 k
Korrelation (z.B. in projektiven Räumen) - correlation
& P4 Y; \1 ~- _" S9 c$ i7 F3 b( ukovarianter Funktor - covariant functor
$ l. @2 c8 G* W* @8 Q1 A! S/ tKovarianz - covariance
; Q# ]; |; }" u+ H y _3 U; CKreisfunktionen - trigonometric functions
* l" x, V' b! Y# n; |# r6 R0 iKreisteilungspolynom - cyclotomic polynomial6 x' @$ l% F9 ?! y
Kreuzprodukt - cross product* M' B5 h0 u7 b! H: A
Krümmung (z.B. einer Kurve, einer Fläche) - curvature8 z0 ^4 i ~- S$ K4 a. o
Krümmungsradius - radius of curvature; p s; i6 y& ~$ k b" G
Kugel - ball, M0 J6 x5 |( B
Kurve - curve
' N( H! r. f: f( t' i+ Z UKurvenintegral - line integral |
发表于 2012-8-16 22:32:39
