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On the topology of arrangements of a cubic and its inflectional tangents
Online Contents | 2017|Publisher: Acad., Tokyo -
Quasi-symmetries and rigidity for determinantal point processes associated with de Branges spaces
Online Contents | 2017|Publisher: Acad., Tokyo -
An algebraic proof of determinant formulas of Grothendieck polynomials
Online Contents | 2017|Publisher: Acad., Tokyo -
Structural response and energy extraction of a fully passive flapping foil
Online Contents|Publisher: Acad. Press, London -
On transcendental analytic functions mapping an uncountable class of $U$-numbers into Liouville numbers
Online Contents | 2015|Publisher: Acad., Tokyo -
On the Iwasawa $\mu$-invariants of branched $\mathbf{Z}_{p}$-covers
Online Contents | 2016|Publisher: Acad., Tokyo -
On the Iwasawa ...-invariants of branched ...-covers
Online Contents | 2016|Publisher: Acad., Tokyo -
Schrodinger operators with n positive eigenvalues: an explicit construction involving complex-valued potentials
Online Contents | 2016|Publisher: Acad., Tokyo -
Some problems of hypergeometric integrals associated with hypersphere arrangement
Online Contents | 2015|Publisher: Acad., Tokyo -
A characterization of the $L^{\infty}$-representation algebra $\mathfrak{R}(S)$ of a foundation semigroup and its application to BSE algebras
Online Contents | 2016|Publisher: Acad., Tokyo -
Counterexamples to $C^{\infty}$ well posedness for some hyperbolic operators with triple characteristics
Online Contents | 2015|Publisher: Acad., Tokyo -
Balancing non-Wieferich primes in arithmetic progression and $abc$ conjecture
Online Contents | 2016|Publisher: Acad., Tokyo -
Counterexamples to ... well posedness for some hyperbolic operators with triple characteristics
Online Contents | 2015|Publisher: Acad., Tokyo -
Real abelian fields satisfying the Hilbert-Speiser condition for some small primes p
Online Contents | 2016|Publisher: Acad., Tokyo -
Mémoires de l'Académie Nationale de Metz : lettres, sciences, arts et agriculture
Free accessGWLB - Gottfried Wilhelm Leibniz Bibliothek | 3.1821/22(1822) - 33.1851/52; 2.Sér. 1=34.1852/53 - 19=52.1870/71; 3.Sér. 1=53.1871/72 - 43=95.1913/14; 4.Sér. 1=101.1914/20 - 4=104.1923/24 nachgewiesen|Publisher: Acad., Metz
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