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74 sonuçtan 1-3 arası sonuçlar
Sayfa 89
We denote by nw : U(sl2) End(V(fc)), V(k) ~ Cfc+1, the (k + l)-dimensional
irreducible representation of sl2. We choose a basis {wjfc'}*_0 of on which the
standard generators E, F, H act as Evf = (k-j + l)v<% Fvf = (j + , Hvf = (k- 2j)vf) with
- uj^j = 0.
We denote by nw : U(sl2) End(V(fc)), V(k) ~ Cfc+1, the (k + l)-dimensional
irreducible representation of sl2. We choose a basis {wjfc'}*_0 of on which the
standard generators E, F, H act as Evf = (k-j + l)v<% Fvf = (j + , Hvf = (k- 2j)vf) with
- uj^j = 0.
Sayfa 425
Proof of Theorem 5.1 Under the conditions of Theorem 5.1, denote ^(±) = V(0) ± V
{3). Since Theorem 5.1 is equivalent to the following statement. Theorem 6.1.
Suppose {F,Q,H} 6 T(p,q,F), € L(R2), and # is a real-valued function of class C{K)
...
Proof of Theorem 5.1 Under the conditions of Theorem 5.1, denote ^(±) = V(0) ± V
{3). Since Theorem 5.1 is equivalent to the following statement. Theorem 6.1.
Suppose {F,Q,H} 6 T(p,q,F), € L(R2), and # is a real-valued function of class C{K)
...
Sayfa 480
Let 7 : [t,a) — ▻ X be a locally Lipschitz curve, and let L(-y) denote its length. If
the (nonnegative) number limf_,o d^^^t+e^ exists, we denote it by mD* and call it
the metric differential of 7 at t. In fact, this metric differential exists at almost every
...
Let 7 : [t,a) — ▻ X be a locally Lipschitz curve, and let L(-y) denote its length. If
the (nonnegative) number limf_,o d^^^t+e^ exists, we denote it by mD* and call it
the metric differential of 7 at t. In fact, this metric differential exists at almost every
...
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İçindekiler
A FeHepanoe A M KorieHHan nopoacfleHHOCTb aire6p | 1 |
BblUKO A r O Uqsl2 HHBapHaHTHbIX lMaTpHljaX flJIfl CTapilJMX | 24 |
Mamuioe JI M 06 OTcyrcTBHH coScTBeHHbix 3HaMeHHH b cneKTpe | 47 |
Telif Hakkı | |
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absolutely continuous algebraic solutions amoebas analytic arbitrary assume asymptotic badly approximable Belyi function Bose gas bounded coefficients coincides compact condition conjugacy classes consider constant convergence convex Corollary correlation functions corresponding curves defined definition deformation denote dessins diagram differential dimension Dirac operator discrete edges eigenvalues element English transl equivalent estimate exists finite matrix functions formula G-cycle geodesic given Goursat problem graph hyperbolic identity implies inequality integral intersection invariant lattice Lemma linear Lipschitz Lipschitz map locally Math Mathematics Subject Classification metric space Newton polygon notation obtain Painleve parameter Phys polygon polynomial problem proof of Theorem Proposition prove quantum R-matrix rational functions relation respectively result right-hand side satisfies selfadjoint sequence sixth Painleve equation spectrum strongly regular graph Subsection subspace Suppose symmetric Theorem 2.1 theory transformation unique variables vector vertex vertices YB equation zero