Academic literature on the topic 'Auto-Adjonction'
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Journal articles on the topic "Auto-Adjonction"
Ahmed, A. B., and J. A. Onyiah. "Conséquences des antibiotiques sur le repas de sang de certaines espèces de glossines." Revue d’élevage et de médecine vétérinaire des pays tropicaux 47, no. 1 (January 1, 1994): 103–4. http://dx.doi.org/10.19182/remvt.9119.
Full textDissertations / Theses on the topic "Auto-Adjonction"
Schittly-Médard, Estelle. "Analyse d'une interface adhérente dentine/titane en fonction de différents matériaux d'assemblage." Thesis, Reims, 2016. http://www.theses.fr/2016REIMO201.
Full textThe aim of this work was to study a bonding dentin/titanium interface. The objective was to optimize and simplify the steps of the bonding protocol, improve and know well the performance of the adhesive interface. In this work, all interfaces have been tested in vitro by shearing.This study included three parts :The purpose of the first study was to evaluate an assemblage by glass ionomer cement (GIC), the Fuji plus®, applied in combination with self-etch bonding system on dentin. Three combinations "system self-etching / Fuji Plus®" were applied and the results obtained by test showed significant improvements from 9% to 44% higher than the values obtained on control specimens.The second experimental part was designed to test the compatibility between five self-etch bonding systems (SEBS) and two resin luting cements (RLC). Significant differences of bond strength in shear were observed according to both the curing mode of the RLC and the adhesive. The SEBS1 proved totally incompatible with chemical or dual cured RLC. Conversely, two-steps SEBS were compatible with RLC chemical/dual cured RLC. A positive correlation was found between the pH of the SEBS or the tested resins and the shear data.The latest study was devoted to evaluate the effect of the storage condition on flexural strength (σf) and shear bond strength (SBS) of a dentin/titanium interface assembled by four self-etch adhesive resin (SEARC). This study showed that the storage in water for 60 days has negatively affected the bending resistance of certain materials. The dentin/titanium adherence offered by Rely X® and G-Cem® was significantly higher than that of Maxcem® and SmartCem2®
Hsu, Yueh-Sheng. "On the random Schrödinger operators in the continuous setting." Electronic Thesis or Diss., Université Paris sciences et lettres, 2024. http://www.theses.fr/2024UPSLD009.
Full textThis thesis studies the random Schrödinger operators in continuous setting, particularly those with Gaussian white noise potential. The definition of such differential operators is generally non-trivial and necessitates renormalization in dimensions d ≥ 2. We first present a general framework to translate the problem of operator construction into stochastic PDEs. This approach enables us to define the operator at stake and establishes its self-adjointness, as well as to investigate its spectrum.Subsequently, we proceed to study the continuous Anderson Hamiltonian under two distinct spatial settings: first on a bounded box with side length L with zero Dirichlet boundary condition for dimensions d ≤ 3, and second on the full Euclidean space Rd, for d ∈ {2, 3}. In the former case, the operator admits eigenvalues λn,L, for which we identify the almost sure asymptotic as L → ∞. This asymptotic aligns with previous findings in the literature for dimension 1 and 2, while our result in dimension 3 is new. In the latter case, we propose a new construction technique employing the solution theory to the associated parabolic equation which allows to prove self-adjointness and show that the spectrum equals to R almost surely. This approach reconfirms the recently established result in dimension 2, but our construction seems to be more elementary; for dimension 3, our result is new.Lastly, we present an ongoing project addressing the case where a uniform magnetic field is applied to the system : this leads to the study of Landau Hamiltonian perturbed by the white noise potential. Our objective is to define the operator on full space R² without resorting to sophisticated renormalization theory. However, the unboundedness of white noise on R² poses additional technical challenges. To overcome this, the usage of Faris-Lavine theorem is discussed
Schittly, Estelle. "Analyse d'une interface adhérente dentine/titane en fonction de différents matériaux d'assemblage." Thesis, 2016. http://www.theses.fr/2016REIMO201.
Full textThe aim of this work was to study a bonding dentin/titanium interface. The objective was to optimize and simplify the steps of the bonding protocol, improve and know well the performance of the adhesive interface. In this work, all interfaces have been tested in vitro by shearing.This study included three parts :The purpose of the first study was to evaluate an assemblage by glass ionomer cement (GIC), the Fuji plus®, applied in combination with self-etch bonding system on dentin. Three combinations "system self-etching / Fuji Plus®" were applied and the results obtained by test showed significant improvements from 9% to 44% higher than the values obtained on control specimens.The second experimental part was designed to test the compatibility between five self-etch bonding systems (SEBS) and two resin luting cements (RLC). Significant differences of bond strength in shear were observed according to both the curing mode of the RLC and the adhesive. The SEBS1 proved totally incompatible with chemical or dual cured RLC. Conversely, two-steps SEBS were compatible with RLC chemical/dual cured RLC. A positive correlation was found between the pH of the SEBS or the tested resins and the shear data.The latest study was devoted to evaluate the effect of the storage condition on flexural strength (σf) and shear bond strength (SBS) of a dentin/titanium interface assembled by four self-etch adhesive resin (SEARC). This study showed that the storage in water for 60 days has negatively affected the bending resistance of certain materials. The dentin/titanium adherence offered by Rely X® and G-Cem® was significantly higher than that of Maxcem® and SmartCem2®
Book chapters on the topic "Auto-Adjonction"
Lewin, Mathieu. "Auto-adjonction." In Théorie spectrale et mécanique quantique, 49–85. Cham: Springer International Publishing, 2021. http://dx.doi.org/10.1007/978-3-030-93436-1_2.
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