St. Petersburg Mathematical Journal, 15. cilt,469-972. sayfalarAmerican Mathematical Society, 2004 |
Kitabın içinden
2 sonuçtan 1-2 arası sonuçlar
Sayfa 699
... operator with metric . Suppose that g ( x ) is a T - periodic ( 2x2 ) -matrix - valued function with real entries ... Dirac operator with zero mass in the absence of electric field . However , for us , this operator is interesting as a ...
... operator with metric . Suppose that g ( x ) is a T - periodic ( 2x2 ) -matrix - valued function with real entries ... Dirac operator with zero mass in the absence of electric field . However , for us , this operator is interesting as a ...
Sayfa 916
... Dirac type d - measures we have as j > ال ) 2 ( LP , μ3wdm ) ( Į , w1 dm ) ≥ ( [ \ P , μ \ dm ) * — → ∞ . In §3 ... operators coincides with the norm of the symbol as a Fourier multiplier of the Hardy space H1 ( f → f * ) ; to see ...
... Dirac type d - measures we have as j > ال ) 2 ( LP , μ3wdm ) ( Į , w1 dm ) ≥ ( [ \ P , μ \ dm ) * — → ∞ . In §3 ... operators coincides with the norm of the symbol as a Fourier multiplier of the Hardy space H1 ( f → f * ) ; to see ...
İçindekiler
S 1061002204008180 | 470 |
3 Linearized differential operators | 480 |
5 Moduli spaces for the solutions of quasilinear elliptic | 488 |
Telif Hakkı | |
3 diğer bölüm gösterilmiyor
Diğer baskılar - Tümünü görüntüle
Sık kullanılan terimler ve kelime öbekleri
A₁ algebra American Mathematical Society assume asymptotics cellular ring coefficients commutative compact consider constant convergence Corollary corresponding curve cyclic defined Definition denote differential operator domain eigenvalues element elliptic elliptic gamma function English transl equation equivalent estimate exists finite formula Hankel Hankel operators Hecke operators Hilbert space homogenization hypergeometric hypergeometric series ideal implies inequality integral isomorphism Jordan model lattice Lemma linear manifold mapping Math matrix multiple norm notation obtain orthogonal paper parameters perestroika Petersburg polynomial problem proof of Theorem Proposition prove quasiaffinity quasilinear relation representation respectively right-hand side satisfies selfadjoint sequence Sobolev spaces solution solvable subgroup Subsection subspaces Suppose symplectic symplectic group Theorem theory theta theta-series transformation vector zero