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Biholomorphic maps between Teichmüller spaces
 Duke Math. J
"... In this paper we study biholomorphic maps between Teichmüller spaces and the induced linear isometries between the corresponding tangent spaces. The first main result in this paper is the following classification theorem. If M and N are two Riemann surfaces that are not of exceptional type, and if t ..."
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Cited by 14 (1 self)
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, and if there exists a biholomorphic map between the corresponding Teichmüller spaces Teich(M) and Teich(N), then M and N are quasiconformally related. Also, every such biholomorphic map is geometric. In particular, we have that every automorphism of the Teichmüller space Teich(M) must be geometric. This result
SCIENCE IN CHINA (Series A) A new coordinate of Teichmiiller space
"... Abstract By using the theory of quadratic differentials, we give a new coordinate to the TeichmOIler space as well as the trajectory structures of a special class of JenkinsStrebel quadratic differentials. ..."
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Abstract By using the theory of quadratic differentials, we give a new coordinate to the TeichmOIler space as well as the trajectory structures of a special class of JenkinsStrebel quadratic differentials.
Assessment of higher order correlation eŒects with the help of Mù ller ± Plesset perturbation theory up to sixth order
, 2000
"... For 30 molecules and two atoms, MPn correlation energies up to n ˆ 6 are computed and used to analyse higher order correlation e ects and the initial convergence behaviour of the MPn series. Particularly useful is the analysis of correlation contributions E…n†XY... …n ˆ 4;5;6; X;Y;... ˆ S, D, T, Q ..."
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and molecular space. For class A systems, electron pair correlation e ects as described by D, Q, DD, DQ, QQ, DDD, etc., contributions are most important, which are stepwise included at MPn with n ˆ 2;...;6. Class A systems are reasonably described by MPn theory, which is re ¯ ected by the fact that convergence
REVIEW ▪ Regulation of Extracellular K+ and pH by Polarized Ion Fluxes in Glial Cells: The Retinal Müller Cell
"... Müller cells, the principal glial cells of the retina, exhibit a high degree of functional and morphological polarization. An inward rectifying K+ channel, the dominant ion channel in Müller cells, is localized preferentially to cell endfeet, which terminate on the vitreal surface ..."
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in the retina. Müller cells regulate extracellular K+ levels by transporting K+ away from the neural retina to the vitreous humor and the subretinal space. Müller cells may also regulate retinal CO2 and pH by the combined action of cell carbonic anhydrase and acid/base transporters localized
PROJECTIVE EMBEDDINGS OF THE TEICHMULLER SPACES OF BORDERED RIEMANN SURFACES
"... ABSTRACT. We will show that except few cases, by using the hyperbolic length functions of simple closed geodesics, we can embed the Teichm\"uller space of a bordered Riemann surface into the real projective space of the same dimension. The key idea is to study the hyperbolic structure on a sub ..."
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ABSTRACT. We will show that except few cases, by using the hyperbolic length functions of simple closed geodesics, we can embed the Teichm\"uller space of a bordered Riemann surface into the real projective space of the same dimension. The key idea is to study the hyperbolic structure on a
Hyperbolic octagons and Teichmüller space in genus 2
, 2004
"... In this article we study different models of the Teichmüller space of compact hyperbolic surfaces with special emphasis on their construction by geodesic octagons. Such surfaces have become increasingly interesting due to their applications to the physical behaviour of chaotic quantum systems. The ..."
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. They are, on the one hand, complex enough to show the relevant features, and on the other hand, they possess a simple mathematical structure allowing practical implementations. We give a new description of Teichm"uller space and the mapping class group in terms of geometric data of the octagons
ON A DISTANCE DEFINED BY THE LENGTH SPECTRUM ON TEICHMÜLLER SPACE
 ANNALES ACADEMIAE SCIENTIARUM FENNICAE, VOLUMEN 28, 2003, 315326
, 2003
"... We consider a distance dL on the Teichmü ller space T (S0) of a hyperbolic Riemann surface S0. The distance is defined by the length spectrum of Riemann surfaces in T (S0) and we call it the length spectrum metric on T (S0). It is known that the distance dL determines the same topology as that of ..."
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Cited by 7 (0 self)
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We consider a distance dL on the Teichmü ller space T (S0) of a hyperbolic Riemann surface S0. The distance is defined by the length spectrum of Riemann surfaces in T (S0) and we call it the length spectrum metric on T (S0). It is known that the distance dL determines the same topology
Transcription Of Broadcast News  Some Recent Improvements To IBM's LVCSR System
 PROC. ICASSP
, 1998
"... This paper describes extensions and improvements to IBM's large vocabulary continuous speech recognition (LVCSR) system for transcription of broadcast news. The recognizer uses an additional 35 hours of training data over the one used in the 1996 Hub4 evaluation [?]. It includes a number of new ..."
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Cited by 5 (0 self)
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of new features: optimal feature space for acoustic modeling (in training and/or testing), llerword modeling, Bayesian Information Criterion (BIC) based segment clustering, an improved implementation of iterative MLLR and 4gram language models. Results using the 1996 DARPA Hub4 evaluation data set
IBM's LVCSR System For Transcription Of Broadcast News Used In The 1997 Hub4 English Evaluation
 IN THE 1997 HUB4 ENGLISH EVALUATION,” IN DARPA SPEECH RECOGNITION WORKSHOP
, 1997
"... This paper describes IBM's large vocabulary continuous speech recognition (LVCSR) system used in the 1997 Hub4 English evaluation. It focusses on extensions and improvements to the system used in the 1996 evaluation. The recognizer uses an additional 35 hours of training data over the one used ..."
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Cited by 6 (0 self)
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in the 1996 Hub4 evaluation [8]. It includes a number of new features: optimal feature space for acoustic modeling (in training and/or testing), llerword modeling, Bayesian Information Criterion (BIC) based segmentation and segment clustering, an improved implementation of iterative MLLR, variance adaptation
Results 1  10
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17