Е. Деза_ М.М. Деза. Энциклопедический словарь расстояний (2008) (Е. Деза_ М.М. Деза. Энциклопедический словарь расстояний (2008).pdf), страница 100

The Hidden Dimension, Anchor Books, New York, 1969.[Hami66] Hamilton W.R. Elements of Quaternions, 2-nd edition 1899–1901 enlarged by C.J. Joly,reprinted by Chelsea Publ., New York, 1969.[HeMa02] Head K. and Mayer T. Illusory Border Effects: Distance mismeasurement inflatesestimates of home bias in trade, ëÖêè Working Paper No 2002-01, 2002.[Hemm02] Hemmerling A. Effective Metric Spaces and Representations of the Reals, TheoreticalComp. Sci., Vol. 284, Nr. 2, pp. 347–372, 2002.[Hofs80] Hofstede G.

Culture's Consequences: International Differences in Work-related Values,Sage Publ., California, 1980.[Hube94] Huber K. Codes over Gaussian Integers, IEEE Trans. Inf. Theory, Vol. 40, Nr. 1,pp. 207–216, 1994.[Hube93] Huber K. Codes over Eisenstein-Jacobi Integers, Contemporary Math., Vol. 168,pp. 165–179, 1994.428ãËÚÂ‡ÚÛ‡[HFPMC02] Huffaker B., Fomenkov M., Plummer D.J., Moore D. and Claffy K. Distance Metricsin the Internet, IEEE Int. Telecommunication Symposium (ITS-2002), September 2002,http://www.caida.org/outreach/papers/2002/Distance[InVe00] Indyk P. and Venkatasubramanian S. Approximate Congruence in Nearly Linear Time,http://www.research.att.com/~suresh/papers/hallj/hallj.pdf[Isbe64] Isbell J.

Six Theorems about Metric Spaces, Comment. Math. Helv., Vol. 39, pp. 65–74,1964.[IsKuPe90] Isham C.J., Kubyshin Y. and Penteln P. Quantum Norm Teory and the Quantization ofMetric Topology, Class. Quantum Gravity, Vol. 7, pp. 1053–1074, 1990.[IvSt95] Ivanova R. and Stanilov G. A Skew-symmetric Curvature Operator in Rieman-nianGeometry, in Symposia Gaussiana, Conf. A, Behara M., Fritsch R. and Lintz R.

(eds.), pp. 391–395,1995.[JWZ94] Jiang T., Wang L. and Zhang K. Alignment of Trees – an Alternative to Tree Edit, inCombinatorial Pattern Matching, Lecture Notes in Computer Science, Vol. 807, Crochemore M. andGusfield D. (eds.), Springer-Verlag, 1994.[Klei88] Klein R. Voronoi Diagrams in the Moscow Metric, Graph Theoretic Concepts in Comp.Sci., Vol. 6, 1988.[Klei89] Klein R. Concrete and Abstract Voronoi Diagrams, Lecture Notes in Comp.

Sci.,Springer-Verlag, 1989.[KlRa93] Klein D.J. and Randic M. Resistance distance, J. of Math. Chemistry, Vol. 12, pp. 81–95,1993.[Koel00] Koella J.C. The Spatial Spread of Altruism Versus the Evolutionary Response of Egoists,Proc. Royal Soc. London, Series B, Vol. 267, pp. 1979–1985, 2000.[KoSi88] Kogut B. and Singh H. The Effect of National Culture on the Choice of Entry Mode, J.

ofInt. Business Studies, Vol. 19, Nr. 3, pp. 411–432, 1988.[KKN02] Kosheleva O., Kreinovich V. and Nguyen H.T. On the Optimal Choice of Quality Metricin Image Compression, Fifth IEEE Southwest Symposium on Image Analysis and Interpretation, 7–9 April 2002, Santa Fe.

IEEE Comp. Soc. Digital Library, Electronic Edition, pp. 116–120, 2002.[LaLi81] Larson R.C. and Li V.O.K. Finding Minimum Rectilinear Distance Paths in the Presenceof Bariers, Networks, Vol. 11, pp. 285–304, 1981.[LCLM04] Li M., Chen X., Li X., Ma B. and Vitanyi P. The Similarity Metric, IEEE Trans. Inf.Theory, Vol. 50–12, pp. 3250–3264, 2004.[LuRo76] Luczak E. and Rosenfeld A. Distance on a Hexagonal Grid, IEEE Trans.

on Computers,Vol. 25, Nr. 5, pp. 532–533, 1976.[MaMo95] Mak King-Tim and Morton A.J. Distances between Traveling Salesman Tours, DiscreteApplied Math., Vol. 58, pp. 281–291, 1995.[MaSt99] Martin W.J. and Stinson D.R. Association Schemes for Ordered Orthogonal Arrays and(T, M, S)-nets, Canad.

J. Math., Vol. 51, pp. 326–346, 1999.[McCa97] McCanna J.E. Multiply-sure Distances in Graphs, Congressus Numerantium, Vol. 97,pp. 71–81, 1997.[Melt91] Melter R.A. A Survey of Digital Metrics, Contemporary Math., Vol. 119, 1991.[Monj98] Monjardet B. On the Comparaison of the Spearman and Kendall Metrics between LinearOrders, Discrete Math., Vol. 192, pp. 281–292, 1998.[Mura85] Murakami H.

Some Metrics on Classical Knots, Math. Ann., Vol. 270, pp. 35–45, 1985.[NeWu70] Needleman S.B. and Wunsh S.D. A general Method Applicable to the Searchof the Similarities in the Amino Acids Sequences of Two Proteins, J. of Molecular Biology, Vol. 48,pp. 443–453, 1970.[NiSu03] Nishida T. and Sugihara K.

FEM-like Fast Marching Method for the Computation of theBoat-Sail Distance and the Associated Voronoi Diagram, http://www. keisu.t.u-tokyo.ac.jp/Research/METR/2003/METR03–45.pdf[OBS92] Okabe A., Boots B. and Sugihara K. Spatial Tesselation: Concepts and Applications ofVoronoi Diagrams, Wiley, 1992.[OSLM04] Oliva D., Samengo I., Leutgeb S. and Mizumori S. A Subgective Distance betweenStimuli: Quantifying the Metric Structure of Represantations, Neural Computation, Vol.17, Nr. 4,pp. 969–990, 2005.ãËÚÂ‡ÚÛ‡429[Orli32] Orlicz W. Uber eine Gewisse Klasse von Raumen vom Typus B', Bull. Int.

Acad. Pol.Series A, Vol. 8–9, pp. 207–220, 1932.[OASM03] Ozer H., Avcibas I., Sankur B. and Memon N.D. Steganalysis of Audio Based on AudioQuality Metrics, Security and Watermarking of Multimedia Contents V (Proc. of SPIEIS and T),Vol. 5020, pp. 55–66, 2003.[Page65] Page E.S.

On Monte-Carlo Methods in Congestion Problem. 1. Searching for an Optimumin Discrete Situations, J. Oper. Res., Vol. 13, Nr. 2, pp. 291–299, 1965.[Petz96] Petz D. Monotone Metrics on Matrix Spaces, Linear Algebra Appl., Vol. 244, 1996.[PM] PlanetMath.org, http://planetmath.org/encyclopedia/[Rach91] Rachev S.T. Probability Metrics and the Stability of Stochastic Models, Wiley, NewYork, 1991.[ReRo01] Requardt M. and Roy S. (Quantum) Spacetime as a Statistical Geometry of Fuzzy Lumpsand the Connection with Random Metric Spaces, Class.

Quantum Gravity, Vol. 18, pp. 3039–3057,2001.[RoTs96] Rosenbloom M.Y. and Tsfasman M.A. Codes for the m-metric, Problems of informationtransmission, Vol. 33, Nr. 1, pp. 45–52, 1997.[RoPf68] Rosenfeld A. and Pfaltz J. Distance Functions on Digital Pictures, Pattern Recognation,Vol. 1, pp. 33–61, 1968.[RTG00] Rubner Y., Tomasi C. and Guibas L.J. The Earth Mover's Distance as a Metric for ImageRetrieval, Int.

J. of Comp. Vision, Vol. 40, Nr. 2, pp. 99–121, 2000.[Rumm76] Rummel R.J. Understanding Conflict and War, Sage Publ., California, 1976. [ScSk83]Schweizer B. and Sklar A. Probabilistic Metric Spaces, North-Holland, 1983.[Selk77] Selkow S.M. The Tree-to-tree Editing Problem, Inform. Process.

Lett., Vol. 6, Nr. 6,pp. 184–186, 1977.[ShKa97] Sharma B.D. and Kaushik M.L. Error-correcting Codes through a New Metric, 41-stAnnual Conf. Int. Stat. Inst., New Delhi, 1997.[Tai79] Tai K.-C. The Tree-to-tree Correction Problem, J. of the Association for Comp. Machinery,Vol. 26, pp. 422–433, 1979.[Tail04] Tailor B. Introduction: How Far, How Near: Distance and Proximity in the HistoricalImagination, History Workshop J., Vol. 57, pp. 117–122, 2004.[Tymo06] Tymoczko D. The Geometry of Musical Chords, Science, Vol. 313, Nr. 5783, pp.72–74,2006.[ToSa73] Tomimatsu A.

and Sato H. New Exact Solution for the Gravitational Field of a SpinningMass, Phys. Rev. Letters, Vol. 29, pp. 1344–1345, 1972.[Var04] Vardi Y. Metrics Useful in Network Tomography Studies, Signal Processing Letters,Vol. 11, Nr. 3, pp. 353–355, 2004.[VeHa01] Veltkamp R.C. and Hagendoorn M. State-of-the-Art in Shape Matching, in Principles ofVisual Information Retrieval, Lew M.

(ed.), pp. 87–119, Springer-Verlag, 2001.[Watt99] Watts D.J. Small Worlds: The Dynamics of Networks between Order and Randomness,Princeton Univ. Press, 1999.[Wein72] Weinberg S. Gravitation and Cosmology: Principles and Applications of the GeneralTheory of Relativity, Wiley, New York, 1972.[Weis99] Weisstein E.W. CRC Concise Encyclopedia of Mathematics, CRC Press, 1999.[Well86] Wellens R.A. Use of a Psychological Model to Assess Differences in TelecommunicationMedia, in Teleconferencing and Electronic Communication, Parker L.A. and Olgren O.H. (eds.),pp. 347–361, Univ. of Wisconsin Extension, 1986.[WFE] Wikipedia, the Free Encyclopedia, http://en.wikipedia.org[WiMa97] Wilson D.R.

and Martinez T.R. Improved Heterogeneous Distance Functions, J. ofArtificial Intelligence Research, Vol. 6, p. 134, 1997.[WoPi99] Wolf S. and Pinson M.H. Spatial-Temporal Distortion Metrics for In-Service QualityMonitoring of Any Digital Video System, Proc. of SPIE Int. Symp. on Voice, Video, and DataCommun., September 1999.[Yian91] Yianilos P.N. Normalized Forms for Two Common Metrics, NEC Research Institute,Report 91-082-9027-1, 1991.430ãËÚÂ‡ÚÛ‡[Youn98] Young N. Some Function-Theoretic Issues in Feedback Stabilisation, Holomor-phicSpaces, MSRI Publication, Vol. 33, 1998.[YOI03] Yutaka M., Ohsawa Y.

and Ishizuka M. Average-Clicks: A New Measure of Distance onthe World Wide Web, Journal of Intelligent Information Systems, Vol. 20, No. 1, pp. 51–62, 2003.[Zeli75] Zelinka B. On a Certain Distance between Isomorphism Classes of Graphs, Ca-sopus.Pest. Mat., Vol. 100, pp. 371–373, 1975..