Subperiosteal peri‐implant augmented layer to correct bone dehiscence at immediate implant placement
Abstract Background The purpose of the present case report is to describe the potential of the subperiosteal peri‐implant augmented layer (SPAL) technique in peri‐implant bone dehiscence (PIBD) correction at immediate implant placement (IIP). Methods This case report describes the application of the SPAL technique in two patients undergoing IIP at ...
Tommaso Grenzi +3 more
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Programmable optical filters based on feed-forward photonic meshes. [PDF]
Valdez CG +6 more
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Comparative evaluation of screening approaches for antiviral monoclonal antibody combinations. [PDF]
McClave MK, Marzi SK, Heldwein EE.
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Acute Severe Mitral Regurgitation Following Blunt Chest Trauma and a Febrile Illness in a Young Adult With Degenerative Mitral Valve Disease: A Rare Case Report. [PDF]
Saliba W, Chamma AG, Chamma L.
europepmc +1 more source
Numerical Study on the Acoustic Transmission Performance of New Hierarchical Honeycomb Sandwich Panel. [PDF]
Zhou B, He Q.
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Strain-specific genetic relationships between Mycoplasma synoviae immunity and egg production traits in two layer lines. [PDF]
Niu X +12 more
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Identities in Upper Triangular Tropical Matrix Semigroups and the Bicyclic Monoid [PDF]
We establish necessary and sufficient conditions for a semigroup identity to hold in the monoid of $n\times n$ upper triangular tropical matrices, in terms of equivalence of certain tropical polynomials. This leads to an algorithm for checking whether such an identity holds, in time polynomial in the length of the identity and size of the alphabet.
Mark Kambites +2 more
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Abelian Gradings on Upper Block Triangular Matrices
Let G be an arbitrary finite abelian group. We describe all possible G-gradings on upper block triangular matrix algebras over an algebraically closed field of characteristic ...
Angela Valenti +1 more
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Graded Involutions on Upper-triangular Matrix Algebras
Algebra Colloquium, 2009Let UTn be the algebra of n × n upper-triangular matrices over an algebraically closed field of characteristic zero. We describe all G-gradings on UTn by a finite abelian group G commuting with an involution (involution gradings).
VALENTI, Angela, ZAICEV MV
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