Source: Séminaire de Probabilités LI ; https://hal.science/hal-01738241 ; Séminaire de Probabilités LI, Lecture Notes in Mathematics 2301, pp.303-339, 2022, ⟨10.1007/978-3-030-96409-2_10⟩

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General Nilpotent and Solvable Approximations of Almost-Riemannian Structures

Authors : Chitour, Yacine; Jouan, Philippe; Manríquez, Ronald ...

Subjects: Almost-Riemannian geometry; Nilpotent approximation; Solvable approximation

Source: https://hal.science/hal-03636478 ; 2022.

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Academic Journal

Increment of Insecure RSA Private Exponent Bound Through Perfect Square RSA Diophantine Parameters Cryptanalysis

Authors : Ruzai, Wan Nur Aqlili Ruzai; Nitaj, Abderrahmane; Kamel Ariffin, Muhammad Rezal ...

Subjects: RSA cryptosystem; algebraic cryptanalysis; integer factorization problem

Source: ISSN: 0920-5489.

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Academic Journal

Assessing the limits of Rayleigh-Debye-Gans theory: Phasor analysis of a bisphere

Authors : Argentin, Clément; Berg, Matthew; Mazur, Marek ...

Subjects: BisphereRayleigh–Debye–Gans approximation; Internal coupling; Discrete dipole approximation

Source: ISSN: 0022-4073 ; Journal of Quantitative Spectroscopy and Radiative Transfer ; https://normandie-univ.hal.science/hal-03141094 ; Journal of Quantitative Spectroscopy and Radiative Transfer, 2021,

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Report

On the Quenched Functional Central Limit Theorem for Stationary Random Fields under Projective Criteria ; Sur le TCL 'Quenched' pour des champs stationnaires de variables aléatoires satisfaisant à une condition projective

Authors : Reding, Lucas; Zhang, Na;

Subjects: random fields; quenched functional central limit theorem; ortho-martingale approximation

Source: https://hal.science/hal-03246736 ; 2022.

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Academic Journal

Solvable Approximations of 3-dimensional Almost-Riemannian structures

Authors : Jouan, Philippe; Manríquez, Ronald;

Subjects: Almost-Riemannian geometry; Nilpotent approximation AMS subject classifications: 53C15; 53C17

Source: ISSN: 2156-8472.

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Academic Journal

A generalized Fourier transform by means of change of variables within multilinear approximation

Authors : Chevreuil, Mathilde; Slama, Myriam;

Subjects: Adapted parametrization; Statistical learning; High-dimensional approximation

Source: ISSN: 2213-7467 ; Advanced Modeling and Simulation in Engineering Sciences ; https://hal.science/hal-04456086 ; Advanced Modeling and Simulation in Engineering Sciences, 2021, State-of-the-Art

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Conference

On the Influence of Droplets Non Sphericity on their First Rainbow Pattern and our Capability to Correctly Estimate their Size and Temperature

Authors : Onofri, F., R.A.; Ren, Kuan Fang;

Subjects: Rainbow scattering; Geometrical optics approximation; Physicall optics approximationCollege Station; TX; United States

Source: 12th International Conference Series on Laser-Light and Interactions with Particleshttps://hal.science/hal-0381063112th International Conference Series on Laser-Light and Interactions with

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فلترة النتائج

On the Quenched Functional Central Limit Theorem for Stationary Random Fields under Projective Criteria ; Sur le TCL 'Quenched' pour des champs stationnaires de variables aléatoires satisfaisant à une condition projective

Stochastic porous media equation with Robin boundary conditions, gravity-driven infiltration and multiplicative noise

Sweeping Processes Perturbed by Rough Signals

General Nilpotent and Solvable Approximations of Almost-Riemannian Structures

Increment of Insecure RSA Private Exponent Bound Through Perfect Square RSA Diophantine Parameters Cryptanalysis

Assessing the limits of Rayleigh-Debye-Gans theory: Phasor analysis of a bisphere

On the Quenched Functional Central Limit Theorem for Stationary Random Fields under Projective Criteria ; Sur le TCL 'Quenched' pour des champs stationnaires de variables aléatoires satisfaisant à une condition projective

Solvable Approximations of 3-dimensional Almost-Riemannian structures

A generalized Fourier transform by means of change of variables within multilinear approximation

On the Influence of Droplets Non Sphericity on their First Rainbow Pattern and our Capability to Correctly Estimate their Size and Temperature

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