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Unter dem Aspekt, Anti-Tumor-Antikörper mit ^13lJod zu markieren und dabei deren immunologische Reaktivität (Präzipilationsfähigkeit in vitro) soweit wie möglich zu erhalten, werden Modellexperimente zur Markierung von Kaninchen-Gammaglobulin und Anti-Pferdeserumalbumin-Antikörpern beschrieben. Bis zu einem Substitutionsgrad von 1,2 Jodatomen pro Antikörpermoleküt ist ein Verlust an Präzipitationsvermögen der Antikörperpräparationen offenbar auf die Wirkung von im Überschuβ angewandtem Natriumdisulfit (Oxydations-Stop-Reagens für die Wirkung von Chloramin T) zurückzuführen.     

Ammonium-chlor(thio)phosphat-Betaine,eine Klasse koordinationsstabilisierter Chlor(thio)metaphosphate

Ammonium Chloro(thio)phosphate Betaines, a Class of Coordination-stabilized Chloro(thio)metaphosphates Ammonium chloro(thio)phosphate betaines behave like systems being in equilibrium with tert. amine and monomeric chloro(thio)metaphosphate. In solution at room temperature the amine component can be displaced by stronger donors. Mass spectra reveal the presence of ClPS₂ as monomer and dimer, of ClPO₂ by fragment ions of the dimer, trimer, and tetramer before reorganization takes place to form PXCl₃ and P₄X₁₀ (X = O, S). Detection of ClPOS fails owing to fast equilibration into ClPO₂ and ClPS₂.     

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Ionic liquid 1-ethyl-3-methylimidazolium acetate: an attractive solvent for native chemical ligation of peptides

The ionic liquid 1-ethyl-3-methylimidazolium acetate ([C₂mim][OAc]) was successfully used as alternative solvent for native chemical ligation of peptide fragments to produce model peptide LYRAXCRANK (X = G, A, L, N, Q, K, and F). The commonly used buffer system including thiol additives such as thiophenol and benzyl mercaptan can be replaced by the nontoxic ionic liquid [C₂mim][OAc]. In addition to improving the solubility of the peptides in [C₂mim][OAc], yields and rates of the ligation reactions were found to be efficiently enhanced.     

Wavelength dependence of the suppressed ionization of molecules in strong laser fields

We study ionization of molecules by an intense laser field over a broad wavelength regime, ranging from 0.8 to 1.5 μm experimentally and from 0.6 to 10 μm theoretically. A reaction microscope is combined with an optical parametric amplifier to achieve ionization yields in the near-infrared wavelength regime. Calculations are done using the strong-field S-matrix theory and agreement is found between experiment and theory, showing that ionization of many molecules is suppressed compared to the ionization of atoms with identical ionization potentials at near-infrared wavelengths at around 0.8 μm, but not at longest wavelengths (10 μm). This is due to interference effects in the electron emission that are effective at low photoelectron energies but tend to average out at higher energies. We observe the transition between suppression and nonsuppression of molecular ionization in the near-infrared wavelength regime (1-5 μm).     

A Frobenius Theorem on Convenient Manifolds

 A Frobenius Theorem for finite dimensional, involutive subbundles of the tangent bundle of a convenient manifold is proved. As first key applications Lie’s second fundamental theorem and Nelson’s theorem are treated in the convenient case.     

Affine processes are regular

We show that stochastically continuous, time-homogeneous affine processes on the canonical state space ${\mathbb{R}_{\geq 0}^m \times \mathbb{R}^n}$ are always regular. In the paper of Duffie et?al. (Ann Appl Probab 13(3):984?C1053, 2003) regularity was used as a crucial basic assumption. It was left open whether this regularity condition is automatically satisfied for stochastically continuous affine processes. We now show that the regularity assumption is indeed superfluous, since regularity follows from stochastic continuity and the exponentially affine form of the characteristic function. For the proof we combine classic results on the differentiability of transformation semigroups with the method of the moving frame which has been recently found to be useful in the theory of SPDEs.     

A Hyper-Geometric Approach to the BMV-Conjecture

We prove positivity of the BMV measure in dimension d = 3 in several non-trivial cases by combinatorial methods.