St. Petersburg Mathematical Journal, 6. cilt,1-3. sayılarAmerican Mathematical Society, 1995 |
Kitabın içinden
63 sonuçtan 1-3 arası sonuçlar
Sayfa 30
Proof of Theorem 3. First , we calculate the summand with negative signature of the coefficients R , ( 4.12 ) R1 = p ... calculated by the formula - ( −1 ) 3 s_1 + j ( R } ) = p− ( 4 + v ) ( l − j ) T_ ( π ' − j ) • So ( Q ; ) + p ...
Proof of Theorem 3. First , we calculate the summand with negative signature of the coefficients R , ( 4.12 ) R1 = p ... calculated by the formula - ( −1 ) 3 s_1 + j ( R } ) = p− ( 4 + v ) ( l − j ) T_ ( π ' − j ) • So ( Q ; ) + p ...
Sayfa 32
... calculations ; they show that all the ele- ments occurring in the sum ( 4.15 ) are of the type П ( 8 ) with 8 = +2 or −1 . Therefore , in the sum ( 4.15 ) we must calculate the coefficients of the elements m II ( 0 , -1 ) k - i - 3 , v ...
... calculations ; they show that all the ele- ments occurring in the sum ( 4.15 ) are of the type П ( 8 ) with 8 = +2 or −1 . Therefore , in the sum ( 4.15 ) we must calculate the coefficients of the elements m II ( 0 , -1 ) k - i - 3 , v ...
Sayfa 121
... calculating the second cohomology group ( space , to be more precise ) H2 ( L , C ) . The Virasoro algebra is a ... calculate the first cohomology groups ( Theorem 1 ) . We establish that the algebra of pseudodifferential operators ...
... calculating the second cohomology group ( space , to be more precise ) H2 ( L , C ) . The Virasoro algebra is a ... calculate the first cohomology groups ( Theorem 1 ) . We establish that the algebra of pseudodifferential operators ...
İçindekiler
INDUCTION IN THE THEORY OF ZETAFUNCTIONS | 2 |
6 Factorization of Hecke polynomials in the general case | 41 |
main tool in our construction is a noncommutative Hecke ring of a certain parabolic | 137 |
Telif Hakkı | |
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A₁ analytic arbitrary assume asymptotics boundary coefficients commutation condition conformal field theory consider construct coordinates Corollary corresponding cosets defined definition deformation denote derivative differential dimension domain double cosets elements English transl equivalent estimate exists factor field theory finite formula function gauge H₁ Hamiltonian Hecke ring Hölder identity implies inequality integral invariant isomorphic isotropic kernel L. D. Faddeev lattice Legendre Lemma Lie algebra linear mapping Math Mathematical Mathematics Subject Classification matrix module notation obtain operator orthogonal P₁ parabolic parabolic subgroup parameter Phys Poisson bracket polynomial Proposition proved quadratic forms quantum groups R-matrix RBVP relations representation Riemann problem Riemann surface satisfies scalar sigmoid solution solvability space spectral subgroup submodule subspace T₁ transformation u₁ v₁ vacuum curves variables vector w₁ Yang-Baxter equation zero