Alle →      Peer Reviewed

 

  • Becker T. (2008) The influence of intra-speaker variability in automatic speaker verification using F0 features. (The International Association for Forensic Phonetics and Acoustics, ed.). Lausanne.
  • Pucher M.; Trouvain J.; Lozo C. (Eds.) (2019) HSCR 2019 - Proceedings of the Third International Workshop on the History of Speech Communication Research. Studientexte zur Sprachkommunikation. Bd. Band 94.
  • Pustka E. and; Pöchtrager M. and; Lenz A. and; Fanta-Jende J. and; Horvath J. and; Jansen L. and; et al. (Eds.) (2020) Proceedings of the Conference "Phonetics and Phonology in the German Language Area" (P&P14), Wien. Wien.
  • Klingler N. and; Pucher M. (Eds.) (2020) Proceedings of the Phonetics and Speech Technology Workshop (ÖLT2018). The Phonetician Special Issue 117, .
  • Abbasi R.; Balazs P.; Noll A.; Nicolakis D.; Marconi M. A.; Zala S. M.; et al. (2019) Applying Convolutional Neural Networks to the Analysis of Mouse Ultrasonic Vocalizations. Proceedings of ICA 2019.
  • Abreu L. D.; Ciaurri O.; Varona A. (2013) A q-linear analogue of the plane wave expansion. Advances in Applied Mathematics, Bd. 50, S. 415-428.
  • Abreu L. D.; Ciaurri O.; Varona A. (2013) The spectrum of the right inverse of the Dunkl operator. Revista Matematica Complutense, Bd. 26, S. 471-483.
  • Abreu L. D.; Faustino N. (2015) On Toeplitz operators and localization operators. Proceedings of the American Mathematical Society, Bd. 143, S. 4317-4323.
  • Abreu L. D.; Feichtinger H.G. (2014) Function spaces of polyanalytic function. In: Harmonic and Complex Analysis and its Applications.. Birkhäuser Verlag, Heidelberg, New York, Dordrecht S. 13881.
  • Abreu L. D. (2013) Special Frames. Proceedings of the SampTA 2013. Bremen, Germany S. 176-177.
  • Abreu L. D.; Gilbert J. E. (2014) Wavelet-type frames for the interval. Expositiones Mathematicae, Bd. 32, S. 274 - 283.
  • Abreu L. D.; Pereira J. M. (2015) Measures of localization and quantitative Nyquist densities. Applied and Computational Harmonic Analysis, Bd. 38, S. 524-534.
  • Abreu L. (2014) On accumulated Spectrograms. American Mathematical Society, Bd. 368, S. 3629-3649.
  • Abreu L. D.; Balazs P.; de Gosson M.; Mouayn Z. (2015) Discrete coherent states for higher Landau levels. Annals of Physics, Bd. 363, S. 337 -353.
  • Abreu L. D. (2017) Superframes and polyanalytic wavelets. Journal of Fourier Analysis and its Applications, Bd. 23, S. 1-20.
  • Abreu L. D.; Pereira J. M.; Romero J. L.; Torquato S. (2017) The Weyl-Heisenberg ensemble: Statistical mechanics meets time-frequency analysis. Proceedings of the SampTA (2017). Tallinn S. 199-202.
  • Abreu L. D.; Romero J. L. (2017) Multitaper spectral estimation and off-grid compressive sensing: MSE estimates. Proceedings of the SampTA (2017). Tallinn S. 188-191.
  • Abreu L. D.; Speckbacher M. (2017) A planar large sieve and sparsity of time-frequency representations. Proceedings of the SampTA 2017. Tallinn S. 283-287.
  • Abreu L. D.; Pereira J. M.; Romero J.L.; Torquato S. (2017) The Weyl-Heisenberg ensemble: hyperuniformity and higher Landau levels. Journal of Statistical Mechanics: Theory and Experiment, Bd. 2017, S. 043103.
  • Abreu L. D.; Romero J. L. (2017) MSE estimates for multitaper spectral estimation and off-grid compressive sensing. IEEE Transactions on Information Theory, Bd. 63/12, S. 7770-7776.
  • Abreu L. D.; Pereira J. M.; Romero J. L. (2017) Sharp rates of convergence for accumulated spectrograms. Inverse Problems, Bd. 33, S. 115008.
  • Abreu L. D. (2018) Uniform convergence of basic Fourier-Bessel series on a q-linear grid. in The Ramanujan Journal, S. online.
  • Abreu L. D.; Gröchenig K.; Romero J. L. (2019) Harmonic analysis in phase space and finite Weyl-Heisenberg ensembles. Journal of Statistical Physics,, Bd. 174, S. 1104-1136.
  • Abreu L. D.; Alvarez-Nodarse R.; Cardoso J. L. (2019) Uniform convergence of basic Fourier-Bessel series on a q-linear grid. in The Ramanujan Journal,, Bd. 49, S. 421-449.
  • Abreu L. D.; Speckbacher M. (2021) Donoho-Logan large sieve principles for modulation and polyanalytic Fock spaces. Bulletin des Sciences Mathematiques, Bd. 103032.
  • Adcock B.; Gataric M.; Romero J.L. (2019) Computing reconstructions from nonuniform Fourier samples: Universality of stability barriers and stable sampling rates. Applied and Computational Harmonic Analysis, Bd. 46, S. 226-249.
  • Alberti G.; Boelcskei H.; De Lellis C.; Koliander G.; Riegler E. (2019) Lossless analog compression. IEEE Transactions on Information Theory, Bd. 65, S. 7480-7513.
  • Andén J.; Romero J. L. (2020) Multitaper Estimation on Arbitrary Domains. SIAM J. Imaging Sci., Bd. 13.3, S. 1565-1594.
  • Ansorge U.; Khalid S.; Laback B. (2016) Unconscious Cross-Modal Priming of Auditory Sound Localization by Visual Words. Journal of Experimental Psychology: Learning, Memory, and Cognition, Bd. 42, S. 925-937.
  • Antoine J.-P.; Balazs P. (2011) Frames and Semi-Frames. Journal of Physics A: Mathematical and Theoretical, Bd. 44, S. (online).
  • Antoine J. P.; Balazs P. (2012) Frames, Semi-Frames, and Hilbert Scales. Numerical Functional Analysis and Optimization, Bd. 33, S. 736-769.
  • Antoine J.-P.; Speckbacher M.; Trapani C. (2017) Reproducing pairs of measurable functions. Acta Applicandae Mathematicae, Bd. 150, S. 81-101.
  • Auzinger W.; Hofstätter H.; Kreuzer W.; Koch O.; Scrinzi A. (2005) Modified defect correction algorithms for ODEs. Part II: Stiff initial value problems. Numerical Algorithms, Bd. 40/3, S. 285-303.
  • Balazs P.; Feichtinger H.G.; Hampejs M.; Kracher G. (2006) Double Preconditioning for Gabor Frames. IEEE Transactions on Signal Processing, Bd. 54 Nr. 12.
  • Balazs P. (2007) Basic Definition and Properties of Bessel Multipliers. Journal of Mathematical Analysis and Applications, Bd. 325, S. 571-585.
  • Balazs P.; Feichtinger H.G.; Hampejs M.; Kracher G. (2006) Double Preconditioning for the Gabor Frame Operator. .
  • Balazs P. (2008) Matrix Representation of Operators using Frames. Sampling Theory in Signal and Image Processing (STSIP).
  • Balazs P.; Kreuzer W.; Waubke H. (2007) A stochastic 2D-model for Calculating Vibrations in Random Layers. Journal of Computational Acoustics, Bd. Vol: 15, S. 271-283.
  • Balazs P. (2008) Hilbert-Schmidt Operators and Frames - Classification, Approximation by Multipliers and Algorithms. International Journal of Wavelets, Multiresolution and Information Processing.
  • Balazs P. (2008) A Systematic Study of Frame Sequence Operators and their Pseudoinverses. International Mathematical Forum, Bd. 3, S. 229-239.
  • Balazs P. (2008) Frames and Finite Dimensionality: Frame Transformation, Classification and Algorithms. APPLIED MATHEMATICAL SCIENCES, Bd. Vol 2, S. 2131-2144.
  • Balazs P. (2009) Matrix Representation of Bounded Linear Operators By Bessel Sequences, Frames and Riesz Sequence. SAMPTA'09. Marseille S. Online.
  • Balazs P.; Laback B.; Eckel G.; Deutsch W.A. (2010) Time-Frequency Sparsity by Removing Perceptually Irrelevant Components Using a Simple Model of Simultaneous Masking. IEEE Transactions on Audio, Speech and Language Processing, Bd. 18/1, S. 34-49.
  • Balazs P.; Antoine J.-P.; Grybos A. (2010) Weighted and Controlled Frames: Mutual relationship and first Numerical Properties. International Journal of Wavelets, Multiresolution and Information Processing, Bd. 8, S. 109-132.
  • Balazs P.; Rieckh G. (2011) Oversampling Operators: Frame Representation of Operators. Analele Universitatii "Eftimie Murgu". Bd. 18 S. 107-114.
  • Balazs P.; Cabrelli C.; Heineken. S.; Molter U. (2011) Frames by Multiplication. Current Development in Theory and Applications of Wavelets, Bd. 5, S. 165-186.
  • Balazs P.; Dörfler M.; Holighaus N.; Jaillet F.; Velasco G. (2011) Theory, Implementation and Applications of Nonstationary Gabor Frames. Journal of Computational and Applied Mathematics, Bd. 237, S. 1481-1496.
  • Balazs P.; Stoeva D.; Antoine J.-P. (2011) Classification of General Sequences by Frame-Related Operators. Sampling Theory in Signal and Image Processing, Bd. 10, S. 151-170.
  • Balazs P.; Bayer D.; Rahimi A. (2012) Multipliers for Continuous Frames in Hilbert Spaces. J. Phys. A, Special issue on coherent states, Bd. 45, S. 244023.
  • Balazs P.; Dörfler M.; Kowalski M.; Torr"esani B. (2013) Adapted and adaptive linear time-frequency representations: a synthesis point of view. IEEE Signal Processing Magazine (special issue: Time-Frequency Analysis and Applications), Bd. 30, S. 20-31.
  • Balazs P.; Stoeva D. T. (2013) A review of the invertibility of Frame multipliers. Proceedings of the SampTA 2013. Bremen, Germany S. 186-188.
  • Balazs P.; Stoeva D. T. (2015) Representation of the inverse of a frame multiplier. J. Math. Anal. Appl., Bd. 422, S. 981-994.
  • Balazs P.; Bayer D.; Jaillet F.; Sondergaard P. (2016) The Pole Behaviour of the Phase Derivative of the Short-Time Fourier Transform. Applied and Computational Harmonic Analysis, Bd. 30, S. 610-621.
  • Balazs P.; Holighaus N.; Necciari T.; Stoeva D. T. (2017) Frame Theory for Signal Prcoessing in Psychoacoustics. In: Excursions in Harmonic Analysis Vol. 5. The February Fourier Talks at the Norbert Wiener Center.. Springer, Basel S. 225-268.
  • Balazs P.; Gröchenig K. (2017) A Guide to Localized Frames and Applications to Galerkin-like Representations of Operators. In: Frames and other Bases in Abstract and Function Spaces.Applied and Numerical Harmonic Analysis. Birkhauser/Springer, Cham S. 47-79.
  • Balazs P.; Harbrecht H. (2019) Frames for the solution of operator in Hilbert spaces with fixed dual pairing. Numerical Functional Analysis and Optimization, Bd. 40, S. 65-84.
  • Balazs P.; Heineken S. (2019) An Operator Based Approach to Irregular Frames of Translates. Mathematics as part of the Special Issue Harmonic Analysis.
  • Balazs P.; Shamsabadi M.; Arefijamaal A.; Rahimi A. (2019) U-cross Gram matrices and their invertibility. Journal of Mathematical Analysis and Applications, Bd. 476, S. 367-390.
  • Balazs P.; Gröchenig K.; Speckbacher M. (2019) Kernel Theorems in Coorbit Theory. Transactions of the American Mathematical Society.
  • Balazs P.; Holighaus N. (2020) LTFAT - Die Zeit-Frequenz Toolbox. Jubiläumstagungsband DAGA 2020.
  • Balazs P.; Kasess C.; Kreuzer W.; Maly T.; Průša Z.; Jaillet F. (2021) Anwendung von Rahmen-Multiplikatoren für die Extraktion von Kurvenquietschen von Zugsaufnahmen. e & i Elektrotechnik und Informationstechnik, Bd. 138, S. 206-211.
  • Barumerli R.; Majdak P.; Baumgartner R.; Geronazzo M.; Avanzini F. (2020) Evaluation of a human sound localization model based on Bayesian inference. Proceedings of Forum Acusticum 2020, Lyon. Lyon S. 1919-1923.
  • Barumerli R.; Majdak P.; Baumgartner R.; Geronazzo M.; Avanzini F. (2020) Predicting Directional Sound-Localization of Human Listeners in both Horizontal and Vertical Dimensions. Audio Engineering Society Convention. Bd. 148.
  • Baumgartner R.; Majdak P.; Laback B. (2013) Assessment of sagittal-plane sound localization performance in spatial-audio applications. In: The Technology of Binaural Listening.. Springer, Berlin-Heidelberg-New York S. 93-119.
  • Baumgartner R.; Majdak P.; Laback B. (2014) Modeling Sound-Source Localization in Sagittal Planes for Human Listeners. The Journal of the Acoustical Society of America, Bd. 136, S. 791-802.
  • Baumgartner R.; Majdak P. (2015) Modeling Localization of Amplitude-Panned Virtual Sources in Sagittal Planes. J. Audio Eng. Soc, Bd. 63, S. 562-569.
  • Baumgartner R. (2015) Modeling sound localization in sagittal planes for human listeners. . Kunstuniversität Graz, S. 92.
  • Baumgartner R.; Majdak P.; Laback B. (2016) Modeling the Effects of Sensorineural Hearing Loss on Sound Localization in the Median Plane. Trends in Hearing, Bd. 20, S. 1-11.
  • Baumgartner R.; Majdak P.; Laback B. (2016) Erratum: Modeling sound-source localization in sagittal planes for human listeners [J. Acoust. Soc. Am. 136, 791-802 (2014)]. The Journal of the Acoustical Society of America, Bd. 140, S. 2456.
  • Baumgartner R.; Reed D.K.; Tóth B.; Best V.; Majdak P.; Colburn H.S.; et al. (2017) Asymmetries in behavioral and neural responses to spectral cues demonstrate the generality of auditory looming bias. Proceedings of the National Academy of Sciences of the USA, Bd. 114, S. 9743-9748.
  • Baumgartner R. (2019) Predicting Externalization of Anechoic Sounds. Proceedings of ICA 2019.
  • Baumgartner R. (2021) The balancing act of spatial hearing. Akustik Journal, DEGA, S. 31-36.
  • Bayer D. (2011) Bilinear Time-Frequency Distributions and Pseudodifferential Operators. . Universität Wien, Fakultät für Mathematik, .
  • Bayer D.; Balazs P. (2013) (Non-) Density Properties of Discrete Gabor Multipliers. Proceedings of the SampTA 2013. Bremen, Germany S. 25-28.
  • Bayer D.; Gröchenig K. (2015) Time-Frequency Localiszation Operators and a Berezin Transform. , Bd. online, S. online.
  • Becker T. (2006) Strukturen in Sprachdatenkorpora. .
  • Berra M.; V. de Hoop M.; Romero J. L. (n.d.)A multi-scale Gaussian beam parametrix for the wave equation: the Dirichlet boundary value problem. .
  • Berra M.; de Hoop M. V.; Romero J. L. (2021) A multi-scale Gaussian beam parametrix for the wave equation: the Dirichlet boundary value problem. Journal of Differential Equations.
  • Best V.; Laback B.; Majdak P. (2011) Binaural interference in bilateral cochlear-implant listeners. Journal of the Acoustical Society of America, Bd. 130, S. 2939-2950.
  • Best V.; Baumgartner R.; Lavandier M.; Majdak P.; Kopco N. (2020) Sound externalization: a review of recent research. Trends in Hearing, Bd. 24, S. 1-14.
  • Blazas P. (2006) Frame multiplier and irregular Gabor filters with application in time frequency masking. .
  • Bodmann B. G.; Ehler M.; Gräf M. (2017) From low to high-dimensional moments without magic. Journal of Theoretical Probabillity, S. online.
  • Bosker H.-R.; Sjerps M. J.; Reinisch E. (2020) Spectral context effects are modulated by selective attention in "cocktail party" settings. Attention, Perception & Psychophysics, Bd. 82, S. 1318-1332.
  • Bosker H.-R.; Sjerps M. J.; Reinisch E. (2020) Temporal contrast effects in human speech perception are immune to selective attention. Scientific Reports, Bd. 10, S. 5607.
  • Bowling D.; Hoeschele M.; Dunn J. (2020) Progress without exclusion in the search for an evolutionary basis of music. Behavioural and Brain Sciences.
  • Brandstätter J. (n.d.)Quality and Quantity in high vowels in Standard Austrian German. In: Trends in phonetics and phonology in German speaking Europe.. Peter Lang, Frankfurt/Main.
  • Brandstätter J. (n.d.)Die Distinktion von standardsprachlich /e:/ und /E/ im Lichte der "E-Verwirrung". Wiener Arbeiten zur Linguistik, S. 20.
  • Brandstätter J.; Kasess C.; Moosmüller S. (2015) Quality and Quantity in high vowels in Standard Austrian German. In: Trends in phonetics and phonology in German speaking Europe.. Peter Lang, Frankfurt am Main S. 79-92.
  • Brandstätter J.; Moosmüller S. (2017) Die Distinktion von standardsprachlich /e:/ und /E/ im Lichte der mittelbairischen "E-Verwirrung". In: Bayerisch-österreichischer Varietäten zu Beginn des 21. Jahrhunderts - Dynamik, Struktur, Funktion. (Zeitschrift für Dialektologie und Linguistik - Beihefte).. Steiner, Stuttgart S. 163-176.
  • Brandstätter J. (2015) Quality and Quantity in high vowels in Standard Austrian German. In: Trends in phonetics and phonology in German speaking Europe.. Peter Lang, Frankfurt am Main S. 79-92.
  • Brandstätter J.; Moosmüller S. (2015) Neutralisierung der hohen ungerundeten Vokale in der Wiener Standardsprache. In: Standarddeutsch in Österreich - Theoretische und empirische Ansätze.Wiener Arbeiten zur Linguistik. Vandenhoeck & Ruprecht, Wien S. 183 - 203.
  • Brandstätter J. (2017) Die Distinktion von standardsprachlich /e:/ und /E/ im Lichte der mittelbairischen "E-Verwirrung". In: Bayerisch-österreichischer Varietäten zu Beginn des 21. Jahrhunderts - Dynamik, Struktur, Funktion. Zeitschrift für Dialektologie und Linguistik - Beihefte.. Steiner, Stuttgart S. 163-176.
  • Breger A.; Ehler M.; Gräf M. (2017) Quasi Monte Carlo Integration and Kernel-Based Function Approximation on GrassmanniansFrames and Other Bases in Abstract and Function Spaces. (Applied and Numerical Harmonic Analysis) (I. Pesenson, Le Gia, Q., Mayeli, A., Mhaskar, H., and Zhou, D. -X., eds.). Springer/Birkhauser, Cham S. 333-353.
  • Breger A.; Ehler M.; Gräf M.; Peter T. (2018) Cubatures on Grassmannians: moments, dimension reduction, and related topicsCompressed Sensing and its Applications: Second International MATHEON Conference 2015 (H. Boche, Caire, G., Calderbank, R., März, M., Kutyniok, G., and Matha, R., eds.). Springer International Publishing, Basel S. 235-259.
  • Caillat J.; Zanghellini J.; Kitzler M.; Kreuzer W.; Koch O.; Scrinzi A. (2005) Correlated Multielectron Systems in Strong Laser Pulses - An MCTDHF Approach. Phys. Rev., Bd. A 71, S. 12712-12725.
  • Chardon G. (2014) A block-sparse MUSIC algorithm for the localization and the identification of directive sources. Proceedings of International Conference on Acoustics, Speech and Signal Processing (ICASSP) 2014. Florence, Italy.
  • Chardon G.; Kreuzer W.; Noisternig M. (2014) Design of a robust open spherical microphone array. Proceedings of the 39th International Conference on Acoustics, Speech, and Signal Processing (ICASSP 2014). Florence, Italy.
  • Chardon G.; Necciari Th.; Balazs P. (2014) Perceptual matching pursuit with Gabor dictionaries and time-frequency masking. Proceedings of the 39th International Conference on Acoustics, Speech, and Signal Processing (ICASSP 2014). Florence, Italy S. 3126-3130.
  • Chardon G.; Kreuzer W.; Noisternig M. (2015) Design of spatial microphone arrays for sound field interpolation. IEEE J. Sel. Top. Signa., Bd. 9, S. 780-790.
  • Chen Z.; Kreuzer W.; Waubke H. (2008) A formulation of the fast multipole boundary element method (FMBEM) for acoustic radiation and scattering from three-dimensional structures. Journal of Computational Acoustics, Bd. 16.
  • Chen Z.; Waubke H. (2007) A Formulation of the Boundary Element Method for Acoustic Radiation and Scattering from two-dimensional structures. Journal of Coumputational Acoustics, Bd. 15.
  • Chen Z.; Waubke H. (2010) A simple Method for computing the Green Functions of the Helmholtz Equation in the two-dimensional Impedance Half Space. Journal of Computational Acoustics, Bd. 18/1, S. 1-11.
  • Chen Z.-S.; Kreuzer W.; Waubke H.; Svobodnik A.J. (2011) A Burton-Miller formulation of the boundary element method for baffle problems in acoustics and the BEM/FEM coupling. Engn. Anal. Bound. Elem., Bd. 35, S. 279-288.
  • Christensen O.; Stoeva D. T. (2015) On R-duals and the duality principle. Sampling Theory and Applications SampTA 2015. IEEE, S. 352-356.
  • Christensen O.; Hasannasab M.; Stoeva D. T. (2018) Operator representations of sequences and dynamical sampling. Sampling Theory in Signal and Image Processing, Bd. 17, S. 29-42.
  • Cunha C. (n.d.)The influence of consonantal context on the tense-lax contrast in two standard varieties of German. In: Trends in phonetics and phonology in German speaking Europe.. Peter Lang, Frankfurt/Main.
  • Cunha C.; Harrington J.; Moosmüller S.; Brandstätter J. (2015) The influence of consonantal context on the tense-lax contrast in two standard, varieties of German. In: Trends in phonetics and phonology in German speaking Europe.. Peter Lang, Frankfurt am Main S. 64-77.
  • Cvitkovic M.; Koliander G. (2019) Minimal achievable sufficient statistic learning. Proc. Mach. Learn. Res. (ICML 2019). Long Beach, CA, USA Bd. 97 S. 1465-1474.
  • Deng Y.; Choi I.; Shinn-Cunningham B.; Baumgartner R. (2019) Impoverished auditory cues limit engagement of brain networks controlling spatial selective attention. Neuroimage, Bd. 202, S. 116151.
  • Derawi H.; Reinisch E.; Gabay Y. (2021) Increased reliance on top-down information to compensate for reduced bottom-up use of acoustic cues in dyslexia. Psychonomic Bulletin & Review.
  • Derrien O.; Necciari T.; Balazs P. (2015) A quasi-orthogonal, invertible, and perceptually relevant time-frequency transform for audio coding. Proceedings of the 23rd European Signal Processing Conference (EUSIPCO 2015). Nice, France S. 804-808.
  • Diao Y.; Hu G.; Marelli D.; Lin Z.; Fu M. (2014) Cooperative Localization of a cascading quadrilateral network. Proceedings of the 11th IEEE International Conference on Control & Automation (ICCA). S. 13-18.
  • Dietz M.; Wendt T.; Ewert S.; Laback B.; Hohmann V. (2013) Comparing the effect of pause duration on threshold interaural time differences between exponential and squared-sine envelopes. Journal of the Acoustical Society of America, Bd. 133, S. 42095.
  • Dörfler M. (2010) Representation of operators in the time-frequency domain and generalized Gabor multipliers. J. Fourier Anal. Appl., Bd. 16, S. 261-293.
  • Dörfler M.; Torresani B. (2009) Representation of operators by sampling in the time-frequency domain. SAMPTA 09. Marseille S. Online.
  • Egger K.; Majdak P.; Laback B. (2016) Channel Interaction and Current Level Affect Across-Electrode Integration of Interaural Time Differences in Bilateral Cochlear Implant Listeners. Journal of the Association for Research in Otolaryngology, Bd. 17, S. 55-67.
  • Egger K.; Majdak P.; Laback B. (2017) Binaural timing information in electric hearing at low rates: Effects of inacurrate encoding and loudness. The Journal of the Acoustical Society of America, Bd. 141, S. 3164-3174.
  • Ehler M.; Gräf M. (2018) Reproducing Kernels for the Irreducible Components of Polynomial Spaces on Unions of Grassmannians. Constructive Approximation, Bd. 49, S. 29 - 58.
  • Ehler M.; Graef M.; J. Oates C. (2019) Optimal Monte Carlo integration on closed manifolds. Statistics and Computing, Bd. 29, S. 1203-1214.
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  • Enzinger E. (2010) Characterizing Formant Tracks in Viennese Diphthongs for Forensic Speaker Comparison. Proceedings of the AES 39th International Conference - Audio Forensics. Hillerød, Denmark S. 47-52.
  • Enzinger E. (2010) Formant trajectories in forensic speaker recognition. . Philologisch-Kulturwissenschaftliche Fakultät, Universität Wien, Berlin.
  • Enzinger E.; Balazs P. (2011) Speaker Verification using Pole/Zero Estimates of Nasals. Analele Universitatii "Eftimie Murgu". Bd. XVIII S. 33-44.
  • Enzinger E.; Balazs P.; Marelli D.; Becker T. (2011) A logarithmic based pole-zero vocal tract model estimation for speaker verification. Proceedings of the International Conference on Acoustics, Speech and Signal Processing 2011. Prague.
  • Enzinger E.; Zhang C.; Morrison G. S. (2012) Voice source features for forensic voice comparison - an evaluation of the GLOTTEX software package. Proceedings of Odyssey 2012: The Speaker and Language Recognition Workshop. Singapore S. 78-85.
  • Enzinger E.; Morrison G. S. (2012) The importance of using between-session test data in evaluating the performance of forensic-voice-comparison systems. Proceedings of the 14th Australasian International Conference on Speech Science and Technology (SST 2012). Sydney, Australia S. 137-140.
  • Enzinger E.; Kasess C. H. (2013) Experiments on using Vocal Tract Estimates of Nasal Stops for Speaker Verification. Proceedings of the 7th International Conference on Speech Technology and Human-Computer Dialogue (SpeD 2013). Cluj-Napoca, Romania.
  • Enzinger E. (2013) Testing the validity and reliability of forensic voice comparison based on reassigned time-frequency representations of Chinese /iau/. Proceedings of the IEEE International Workshop on Information Forensics and Security (WIFS). Guangzhou, China S. 13-18.
  • Enzinger E. (2014) A first attempt at compensating for effects due to recording-condition mismatch in formant-trajectory-based forensic voice comparison. Proceedings of the 15th Australasian International Conference on Speech Science and Technology (SST 2014). Christchurch, New Zealand S. 133-136.
  • Enzinger E.; Kasess C. H. (2014) Bayesian vocal tract model estimates of nasal stops for speaker verification. IEEE International Conference on Acoustics, Speech, and Signal Processing (ICASSP). Florence, Italy S. 1685-1689.
  • Enzinger E.; Morrison G.S. (2015) Mismatched distances from speakers to telephone in a forensic-voice-comparison case. Speech Communication, Bd. 70, S. 28-41.
  • Enzinger E. (n.d.)A demonstration of the application of the new paradigm for the evaluation of forensic evidence under conditions reflecting those of a real forensic-voice-comparison case. .
  • Enzinger E.; Morrison G.; Ochoa F. (2016) A demonstration of the application of the new paradigm for the evaluation of forensic evidence under conditions reflecting those of a real forensic-voice-comparison case. Science & Justice, Bd. 56, S. 42-57.
  • Escudero L. A.; Haimi A.; Romero J. L. (2020) Multiple sampling and interpolation in weighted Fock spaces of entire functions. Complex Analysis and Operator Theory.
  • Ferber M. (2017) Pasiticity of Spatial Processing in Normal Hearing: Reweighting of Binaural Cues. . University of Vienna (Faculty of Psychology), .
  • Ferber M.; Laback B.; Kopco N. (2018) Vision-induced reweighting of binaural localization cues. . Acoustical Society of America (ASA), Bd. 143 S. 1813.
  • Ferber M.; Laback B.; Lindenbeck M. (2019) Reweighting of Binaural Localization Cues in Bilateral Cochlear Implant Listeners. Conference on Implantable Auditory Prostheses. S. 62.
  • Filippi P.; Hoeschele M.; Spierings M.; Bowling D. L. (2020) Temporal modulation in speech, music and animal vocal communication: evidence of conserved function. Annals of the New York Academy of Sciences, Bd. 1453(1), S. 99 - 113.
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  • G. Chardon L. Daudet (2013) Low-complexity computation of plate eigenmodes with Vekua approximations and the Method of Particular Solutions. Computational Mechanics, Bd. 52, S. 983-992.
  • G. Chardon A. Cohen (2013) Reconstruction of solutions to the Helmholtz equation from punctual measurements. Proceedings of SampTA2013. Bremen, Germany S. 164-167.
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