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Treffer 1 - 25 von 811, Suchdauer: 0.51s

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1
Existence and uniqueness of weak solutions to quasilinear PDEs with critical data

von Auscher, Pascal ; Bechtel, Sebastian

Schlagworte: Analysis of PDEs; Classical Analysis and ODEs; Functional Analysis
- View full text via Arxiv
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2
Kinetic Sobolev Spaces

von Auscher, Pascal ; Niebel, Lukas

Schlagworte: Analysis of PDEs
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3
On representation of solutions to the heat equation

von Auscher, Pascal ; Hou, Hedong

Comptes Rendus. Mathématique, Vol 362, Iss G7, Pp 761-768 (2024)

Schlagworte: Mathematics; QA1-939
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4
Non-linear parabolic PDEs with rough coefficients and critical data: existence, uniqueness and regularity of weak solutions

von Auscher, Pascal ; Bechtel, Sebastian

Schlagworte: Analysis of PDEs; Classical Analysis and ODEs; Functional Analysis
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5
A new scale of function spaces characterizing homogeneous Besov spaces

von Auscher, Pascal ; Bechtel, Sebastian ; Haardt, Luca

Schlagworte: Classical Analysis and ODEs; Functional Analysis; 42B35, 46E30, 46B70
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6
On Hardy-Littlewood-Sobolev estimates for degenerate Laplacians

von Auscher, Pascal ; Baadi, Khalid

Schlagworte: Analysis of PDEs; Classical Analysis and ODEs; Functional Analysis; Primary: 46E35, 35K08, 42B37 Secondary: 35K65, 42B20
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7
Meyers exponent rules the first-order approach to second-order elliptic boundary value problems

von Auscher, Pascal ; Böhnlein, Tim ; Egert, Moritz

Schlagworte: Mathematics - Analysis of PDEs; Mathematics - Classical Analysis and ODEs
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8
Fundamental solutions for parabolic equations and systems: universal existence, uniqueness, representation

von Auscher, Pascal ; Baadi, Khalid

Journal of Mathematical Analysis and Applications, 552(1):129806, 2025

Schlagworte: Analysis of PDEs; Classical Analysis and ODEs; Functional Analysis; Primary: 35K90, 35A08 Secondary: 35K45, 35K46, 35K65, 47G20, 47B15
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9
On well-posedness for parabolic Cauchy problems of Lions type with rough initial data

von Auscher, Pascal ; Hou, Hedong

Math. Ann. 392 (2025), no. 3, 4221-4282

Schlagworte: Analysis of PDEs; Classical Analysis and ODEs; Functional Analysis; Primary 35K45, Secondary 42B37, 35K05, 42B30, 46E35
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10
Corrigendum to: Elliptic Boundary Value Problems with Fractional Regularity Data: The First Order Approach

von Amenta, Alex ; Auscher, Pascal ; Egert, Moritz

Schlagworte: Mathematics - Analysis of PDEs; Mathematics - Functional Analysis; 35J25, 42B35, 47A60 (Primary), 35J57, 35J46, 35J47, 42B25, 42B30, 42B37, 47D06 (Secondary)
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11
Fundamental solutions to Kolmogorov-Fokker-Planck equations with rough coefficients: existence, uniqueness, upper estimates

von Auscher, Pascal ; Imbert, Cyril ; Niebel, Lukas

Schlagworte: Mathematics - Analysis of PDEs
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12
Weak solutions to Kolmogorov-Fokker-Planck equations: regularity, existence and uniqueness

von Auscher, Pascal ; Imbert, Cyril ; Niebel, Lukas

Schlagworte: Analysis of PDEs
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13
On well-posedness and maximal regularity for parabolic Cauchy problems on weighted tent spaces

von Auscher, Pascal ; Hou, Hedong

J. Evol. Equ. 25 (2025), no. 1, Paper No. 16, 37 pp

Schlagworte: Analysis of PDEs; Classical Analysis and ODEs; Primary 35K45, Secondary 42B37
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14
Impact of Yves Meyer's work on Kato's conjecture

von Auscher, Pascal

Schlagworte: Mathematics - Analysis of PDEs; Mathematics - Classical Analysis and ODEs
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15
On well-posedness for parabolic Cauchy problems of Lions type with rough initial data

von Auscher, Pascal ; Hou, Hedong

Mathematische Annalen. 392(3):4221-4282
- Zum Volltext (via ReDI)
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16
On representation of solutions to the heat equation

von Auscher, Pascal ; Hou, Hedong

Schlagworte: Mathematics - Analysis of PDEs; Mathematics - Classical Analysis and ODEs
- View full text via Arxiv
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17
Stochastic and deterministic parabolic equations with bounded measurable coefficients in space and time: well-posedness and maximal regularity

von Auscher, Pascal ; Portal, Pierre

Schlagworte: Mathematics - Analysis of PDEs; Mathematics - Classical Analysis and ODEs; Mathematics - Probability
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18
Guido Weiss: a few memories of a friend and an influential mathematician

von Auscher, Pascal ; Bonami, Aline

Schlagworte: Mathematics - Classical Analysis and ODEs
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19
Fundamental solutions for parabolic equations and systems: Universal existence, uniqueness, representation

von Auscher, Pascal ; Baadi, Khalid

In Journal of Mathematical Analysis and Applications 1 December 2025 552(1)
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20
Guido Weiss: A Few Memories of a Friend and an Influential Mathematician

von Auscher, Pascal ; Bonami, Aline ; Benedetto, John J., Series Editor ; et al.

The Mathematical Heritage of Guido Weiss. :1-34
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21
A universal variational framework for parabolic equations and systems

von Auscher, Pascal ; Egert, Moritz

Schlagworte: Mathematics - Analysis of PDEs; Mathematics - Classical Analysis and ODEs
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22
Quadratic estimates for degenerate elliptic systems on manifolds with lower Ricci curvature bounds and boundary value problems

von Auscher, Pascal ; Morris, Andrew J. ; Rosén, Andreas

Schlagworte: Mathematics - Analysis of PDEs; Mathematics - Classical Analysis and ODEs
- View full text via Arxiv
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23
On the use of tent spaces for solving PDEs: A proof of the Koch-Tataru theorem

von Auscher, Pascal ; Vasilyev, Ioann

Schlagworte: Mathematics - Analysis of PDEs; Mathematics - Classical Analysis and ODEs
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24
Non-linear parabolic PDEs with rough coefficients and critical data: existence, uniqueness and regularity of weak solutions

von Bechtel, Sebastian ; Auscher, Pascal ; Université Paris-Saclay ; et al.

https://hal.science/hal-05449658 ; 2026.

Schlagworte: critical spaces; rough coefficients; weak solutions; reaction--diffusion equations; singular integral operators; self-improving properties; function spaces; [MATH.MATH-AP]Mathematics [math]/Analysis of PDEs [math.AP]
- View full text via BASE
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25
Non-linear parabolic PDEs with rough data and coefficients: existence, uniqueness and regularity of weak solutions in critical spaces

von Bechtel, Sebastian ; Auscher, Pascal ; Université Paris-Saclay ; et al.

https://hal.science/hal-05449658 ; 2026.

Schlagworte: critical spaces; rough coefficients; weak solutions; reaction--diffusion equations; singular integral operators; self-improving properties; function spaces; [MATH.MATH-AP]Mathematics [math]/Analysis of PDEs [math.AP]
- View full text via BASE
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