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Mnogomernoe uravnenie Monzha-Ampera $ \mbox {det}\ Z_{ij}\ =\varpi(Z_1 \ldots, Z_n,Z,\chi_1 \ldots, \chi_n)$ A. V. Pogorelov

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Publication details: Moskva "Nauka", Gl. red. fiz.-mat. lit 1988Description: 96 p ill 20 cmISSN:

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Holdings
Item type	Current library	Call number	Status	Date due	Barcode
Carti	IMAR	II 30720 (Browse shelf(Opens below))	Available		0006114
Carti	IMAR	II 30720 (Browse shelf(Opens below))	Available		0006115

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Previous	II 30718 Differentsialnaia geometriia i topologiia krivyh	II 30719 Fizika za rubezhom. 1987 Sbornik statej	II 3072 Mathematische logik	II 30720 Mnogomernoe uravnenie Monzha-Ampera $ \mbox {det}\ Z_{ij}\ =\varpi(Z_1 \ldots, Z_n,Z,\chi_1 \ldots, \chi_n)$	II 30720 Mnogomernoe uravnenie Monzha-Ampera $ \mbox {det}\ Z_{ij}\ =\varpi(Z_1 \ldots, Z_n,Z,\chi_1 \ldots, \chi_n)$	II 30721 Bass series of local ring homomorphisms of finite flat dimension	II 30722 Self-homotopy equivalence of H*(-; Z/p) - local spaces	Next

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