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**1 - 9**of**9**### www.elsevier.com/locate/topol On cellularization for simplicial presheaves and motivic homotopy

"... We construct cellular homotopy theories for categories of simplicial presheaves on small Grothendieck sites and discuss appli-cations to the motivic homotopy category of Morel and Voevodsky. ..."

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We construct cellular homotopy theories for categories of simplicial presheaves on small Grothendieck sites and discuss appli-cations to the motivic homotopy category of Morel and Voevodsky.

### Sleep

"... disorders in patients with myasthenia gravis: a systematic review EzEquiEl FErnandEs OlivEira1), sErgiO r. naciF1), nixOn alvEs PErEira1), nina TEixEira FOnsEca1), Jéssica JuliOTi urbanO1), EduardO araúJO PErEz1), valéria cavalcanTE2), claudia sanTOs OlivEira1), giusEPPE insalacO3), acary sOusa bull ..."

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disorders in patients with myasthenia gravis:

*a*systematic review EzEquiEl FErnandEs OlivEira*1*), sErgiO r. naciF*1*), nixOn alvEs PErEira*1*), nina TEixEira FOnsEca*1*), Jéssica*Juli*OTi*urbanO**1*), EduardO araúJO PErEz*1*), valéria cavalcanTE2), claudia sanTOs OlivEira*1*), giusEPPE insalacO*3*), acary s###
E DUCATION P OLICY *A* NALYSIS *A* RCHIVES I S S *N* *1* 0 6 8 -2 *3* 4 *1* Within-District Resource Allocation and the Marginal Costs of Providing Equal Educational Opportunity: Evidence from Texas and Ohio

"... Abstract This study explores within-district fiscal resource allocation across elementary schools in Texas and Ohio large city school districts and in their surrounding metropolitan areas. Specifically, I ask whether districts widely reported as achieving greater resource equity through adoption of ..."

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costo en las escuelas para evaluar los costos relativos de obtener resultados aceptables con respecto

*a*varias tasas de pobreza dentro y entre los distritos escolares en las zonas metropolitanas. Utilice estas estimaciones para evaluar si en promedio las escuelas de los núcleos*urbanos*gastaron recursos### based on joint work with with Andrey Mironov The 10th Pacific Rim Geometry Conference

, 2011

"... An immersion i: N � M of an n-manifold N is Lagrangian if i ∗ (ω) = 0. If i is an embedding, then i(N) is a Lagrangian submanifold of M. A vector field ξ on M is Hamiltonian if the 1-form ω ( · , ξ) is exact. A Lagrangian immersion i: N � M is Hamiltonian minimal (H-minimal) if the variations of t ..."

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of H-minimal Lagrangian embeddings with interesting and complicated topology.

*3**A*convex polyhedron in Rn obtained by intersecting m halfspaces: P = { x ∈ R*n*: ⟨ai, x ⟩ + bi � 0 for i =*1*,..., m} Define an affine map i P: R*n*→ R m, i P (x) = ( ⟨*a**1*, x ⟩ + b*1*,..., ⟨am, x ⟩ + bm If P has*a*vertex### The positive realization problem in normal transfer matrices with simple real poles

"... The positive realization problem is formulated as follows: Let H(z) ∈ Rr×s (z) be a transfer matrix, it is said to admit a positive realization (A, B, C) if we find nonnegative matrices A ∈ RN×N, B ∈ RN×s, C ∈ Rr×N and D ∈ Rr×s such that H(z) = C[zI − A] −1B + D. Moreover, this realization will be ..."

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The positive realization problem is formulated as follows: Let H(z) ∈ Rr×s (z) be

*a*transfer matrix, it is said to admit*a*positive realization (*A*, B,*C*) if we find nonnegative matrices*A*∈ RN×*N*, B ∈ RN×s,*C*∈ Rr×*N*and D ∈ Rr×s such that H(z) =*C*[zI −*A*] −*1*B + D. Moreover, this realization### Intersections of quadrics and H-minimal Lagrangian submanifolds

, 2012

"... An immersion i: N � M of an n-manifold N is Lagrangian if i ∗ (ω) = 0. If i is an embedding, then i(N) is a Lagrangian submanifold of M. A vector field ξ on M is Hamiltonian if the 1-form ω ( · , ξ) is exact. A Lagrangian immersion i: N � M is Hamiltonian minimal (H-minimal) if the variations of t ..."

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An immersion i:

*N*� M of an*n*-manifold*N*is Lagrangian if i ∗ (ω) = 0. If i is an embedding, then i(*N*) is*a*Lagrangian submanifold of M.*A*vector field ξ on M is Hamiltonian if the*1*-form ω ( · , ξ) is exact.*A*Lagrangian immersion i:*N*� M is Hamiltonian minimal (H-minimal) if the variations### Dissertação submetida como requisito parcial para obtenção do grau de Mestre em Finanças

"... An approach based on Extreme Value Theory as a measure to quantify market risk of equity securities and portfolios ..."

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An approach based on Extreme Value Theory as

*a*measure to quantify market risk of equity securities and portfolios###
Influence of Low Temperature Storage and *1*-Methylcyclopropene on the Conservation of Fresh-Cut Watercress Influência do Armazenamento Refrigerado e *1*-Metilciclopropeno na Conservação de Agrião Minimamente Processado BRON, I.U. et al. Influence of Low Temp

"... SUMMARY The purpose of the present study was to investigate the efficiency of refrigeration and 1-metilcyclopropene (1-MCP) on the conservation of fresh-cut watercress. Before processing, the watercress was treated with 0, 500 or 1000 nL. L -1 of 1-MCP for 8 hours at 10°C. Detached leaves were pack ..."

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presente trabalho objetivou investigar

*a*eficiência da refrigeração e do*1*-metilciclopropeno (*1*-MCP) na conservação de agrião minimamente processado. Antes do processamento, o agrião foi tratado com 0, 500 ou 1000*n*L. L -*1*de*1*-MCP durante 8 horas*a*10°*C*. As folhas destacadas foram acondicionadas em### SEMI-INVARIANT ξ⊥-SUBMANIFOLDS OF GENERALIZED QUASI-SASAKIAN MANIFOLDS

, 2012

"... Abstract. A structure on an almost contact metric manifold is defined as a generalization of well-known cases: Sasakian, quasi-Sasakian, Kenmotsu and cosymplectic. This was suggested by a local formula of Eum [9]. Then we consider a semi-invariant ξ⊥-submanifold of a manifold endowed with such a str ..."

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.Y. Chen (e.g. [6]), of

*A*. Bejancu and*N*. Papaghiuc (e.g. [*3*] in which the authors studied semi-invariant submanifolds in Sasakian manifolds). See also [14]. The study was extended also to other ambient spaces, for example*A*. Bejancu in [4] also studied QR-submanifolds in quaternionic manifolds and M**1 - 9**of

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