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[PDF] Top 20 A reduction theorem for fusion systems of blocks

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A reduction theorem for fusion systems of blocks

A reduction theorem for fusion systems of blocks

... for fusion systems is whether they can be obtained from the local structure of a block of the group algebra ...of fusion systems discovered by Ruiz and Viruel [RV] do not occur as fuison ... See full document

18

Blocks with transitive fusion systems

Blocks with transitive fusion systems

... then results by Ruiz and Viruel [26] imply that p ∈ {3, 5, 7}. Note that the conjecture is trivially true for p = 2 since groups of exponent 2 are abelian. Thus Conjecture 1.1 is only of interest for p > 2. The aim of ... See full document

19

Local control in fusion systems of p-blocks of finite groups

Local control in fusion systems of p-blocks of finite groups

... An interesting consequence of Theorem 1.5 is that it allows us to prove that any block b of a finite group G lying over an SL(2, p)-free block of a normal subgroup N of G with non-trivial defect groups has again a ... See full document

20

ZJ-theorems for fusion systems

ZJ-theorems for fusion systems

... For fusion systems of finite groups this is Glauberman’s ZJ -theorem; for fusion sys- tems of p-blocks of finite groups this has also been noted by ...of Theorem B holds under ... See full document

18

On saturated fusion systems and Brauer indecomposability of Scott modules

On saturated fusion systems and Brauer indecomposability of Scott modules

... The question of Brauer indecomposability of p-permutation modules (or rather bimod- ules) plays a role in the “glueing processes” used for proving categorical equivalences between p-blocks of finite groups as ... See full document

17

ARCH-COMP18 Category Report: Hybrid Systems Theorem Proving

ARCH-COMP18 Category Report: Hybrid Systems Theorem Proving

... KeYmaera 3. KeYmaera 3 [PQ08] is the previous generation theorem prover for differential dynamic logic d L. Unlike its successor KeYmaera X, the older KeYmaera 3 directly implements a sequent calculus for ... See full document

18

ARCH-COMP19 Category Report: Hybrid Systems Theorem Proving

ARCH-COMP19 Category Report: Hybrid Systems Theorem Proving

... Extension with and experimentation in proof search without reducing trust in the prover is made possible on top of a small trusted kernel that checks all reasoning steps for soundness. The prover kernel contains a list ... See full document

21

Sub-barrier fusion of Si+Si systems

Sub-barrier fusion of Si+Si systems

... with a positive Q-value for fusion the S factor does not necessarily develop a maximum [13]. A comparison with the theoretical model was then performed by CC calculations with a standard Woods-Saxon potential. ... See full document

5

Comparison theorem of one-dimensional stochastic hybrid delay systems

Comparison theorem of one-dimensional stochastic hybrid delay systems

... comparison theorem will be given. In section 3 we will get comparison theorem of 1-dimensional classical SDDEwMSs and the approach can also be applied to comparison theorem of 1-dimensional new ... See full document

12

Liouville type theorem for some nonlinear systems in a half space

Liouville type theorem for some nonlinear systems in a half space

... Liouville-type theorem in a half-space. To prove the theorem, we need some proper match of the expo- nents in the involving integrals, which will be prepared in Part ... See full document

9

On H* (C{script}; k×) for fusion systems

On H* (C{script}; k×) for fusion systems

... briefly some basic facts on functor cohomology in section 2 we consider regular EI -categories and prove Theorem 1.1 in section 3. This is followed by a section proving Theorem 1.2 and a section 5 on regular ... See full document

15

Inverse systems of spectra and generalizations of a theorem of W H  Lin

Inverse systems of spectra and generalizations of a theorem of W H Lin

... The short exact sequence of inverse systems * S, k} IC.. Rlim kDS, Lemma2.3 now completes the proof.[r] ... See full document

77

Interpolation approach to Hamiltonian-varying quantum systems and the adiabatic theorem

Interpolation approach to Hamiltonian-varying quantum systems and the adiabatic theorem

... adiabatic theorem, a slowly changing Hamiltonian can approximately keep the system at the ground state during the evolution if the initial state is a ground ... See full document

12

Speckle Reduction in Imaging Projection Systems

Speckle Reduction in Imaging Projection Systems

... Diffractive diffusers (phase gratings) are routinely used for homogenizing and beam shaping for laser beam applications. Another use for diffractive diffusers is in the reduction of speckle for pico-projection ... See full document

6

A positive fixed point theorem with applications to systems of Hammerstein integral equations

A positive fixed point theorem with applications to systems of Hammerstein integral equations

... Suppose first that we can choose α ∈ K with α = R and Tα α . Since α β and due to the normality of the cone K we have [α, β] ⊂ P , which implies that T is non-decreasing on [α, β]. Then we can apply the Theorem . ... See full document

10

Sub-barrier fusion and transfers in the 40Ca + 58,64Ni systems

Sub-barrier fusion and transfers in the 40Ca + 58,64Ni systems

... The time-dependant Hartree-Fock (TDHF) method has the advantage that all the couplings are naturally existing at the mean-field level. These can be couplings to surface excitations as well as transfer channels. The method ... See full document

7

Amphotericin B derivative blocks human immunodeficiency virus type 1 entry after CD4 binding: effect on virus-cell fusion but not on cell-cell fusion.

Amphotericin B derivative blocks human immunodeficiency virus type 1 entry after CD4 binding: effect on virus-cell fusion but not on cell-cell fusion.

... virus-cell fusion could not be ruled out from its lack of action in syncytium formation ...induce fusion from without of CD4 1 cells in the absence of viral replication ...(9). Fusion from without ... See full document

5

An Architecture for Voice Dialog Systems Based on Prolog Style Theorem Proving

An Architecture for Voice Dialog Systems Based on Prolog Style Theorem Proving

... The reader should note in this continued interaction the m a n n e r in which the theorem proving drives the dialog and the user model inhibits or enables voice interactions appropriate [r] ... See full document

40

Spatiotemporal Registration for Multi sensor Fusion Systems

Spatiotemporal Registration for Multi sensor Fusion Systems

... Abstract. A method of online sensor fusion with spatially and temporally misaligned sensors is considered in this paper. A spatiotemporal registration mode is developed for sensor alignment, and augment the target ... See full document

7

Controllability of Fractional Control Systems Using Schauder Fixed Point Theorem

Controllability of Fractional Control Systems Using Schauder Fixed Point Theorem

... Thus the right-hand side of equations (12) and (13) is independent of 0 ∈ Y(\) and tends to zero as ⟶ U . Hence Z[Y(\)] is equicontinuous for all \ > 0 and, by the regularity assumption on I and H , the operator is ... See full document

6

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