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1
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0009245621
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Analysis of set patterns
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T. Pavlidis, “Analysis of set patterns,” Pattern Recognition, vol. 1, pp. 165–178, 1968.
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(1968)
Pattern Recognition
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Pavlidis, T.1
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2
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70350271015
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Linguistic analysis of waveforms
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J. Tou, Ed. New York: Academic
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T. Pavlidis, “Linguistic analysis of waveforms,” in Software Engineering, J. Tou, Ed. New York: Academic, 1971, pp. 203–225.
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(1971)
Software Engineering
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Pavlidis, T.1
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3
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84912206299
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Feature selection for the analysis of line patterns
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Ph.D. dissertation, Div. Appl. Math., Brown Univ., Providence, R. I.
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D. E. McClure, “Feature selection for the analysis of line patterns,” Ph.D. dissertation, Div. Appl. Math., Brown Univ., Providence, R. I., 1970.
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(1970)
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McClure, D.E.1
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4
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0002946888
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Recognition of convex blobs
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J. Sklansky, “Recognition of convex blobs,” Pattern Recognition, vol. 2, pp. 3–10, 1970.
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(1970)
Pattern Recognition
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, pp. 3-10
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Sklansky, J.1
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5
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84976738812
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A note on minimal length polygonal approximation to a digitized contour
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U. Montanari, “A note on minimal length polygonal approximation to a digitized contour,” Commun. Ass, Comput. Mach. vol. 13, pp. 4–47, 1970.
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(1970)
Commun. Ass, Comput. Mach.
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Montanari, U.1
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6
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84918959527
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Straight line approximation for boundary of left ventricular chamber from a cardiac cineangiogram
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Princeton, N. J.
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T. Kaneko and R. Mancini, “Straight line approximation for boundary of left ventricular chamber from a cardiac cineangiogram,” in Proc. 6th Annu. Princeton Conf., Princeton, N. J., pp. 337–341, 1972.
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(1972)
Proc. 6th Annu. Princeton Conf.
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Kaneko, T.1
Mancini, R.2
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7
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84976842198
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Piecewise approximation of functions of two variables through regions with variable boundaries
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Aug.
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T. Pavlidis, “Piecewise approximation of functions of two variables through regions with variable boundaries,” in Proc. of Ass. Comput. Mach. Annu. Conf., Aug. 1972, pp. 652–662.
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(1972)
Proc. of Ass. Comput. Mach. Annu. Conf.
, pp. 652-662
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Pavlidis, T.1
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8
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58149415051
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An iterative procedure for the polygonal approximation of plane curves
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U. Ramer, “An iterative procedure for the polygonal approximation of plane curves,” J. Comput. Graphics and Image Processing, vol. 1, pp. 244–256, 1972.
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(1972)
J. Comput. Graphics and Image Processing
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Ramer, U.1
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10
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0041467022
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Nonlinear segmented function approximation and analysis of line patterns
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Div. Appl. Math., Brown Univ., Providence, R. I., Tech. Rep.
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D. E. McClure, “Nonlinear segmented function approximation and analysis of line patterns,” Div. Appl. Math., Brown Univ., Providence, R. I., Tech. Rep., 1973.
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(1973)
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McClure, D.E.1
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11
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0002406170
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Piecewise polynomial interpolation and approximation
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H. L. Garabedian, Ed. Amsterdam, The Netherlands: Elsevier
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G. Birkhoff and C. R. DeBoor, “Piecewise polynomial interpolation and approximation,” in Approximation of Functions, H. L. Garabedian, Ed. Amsterdam, The Netherlands: Elsevier, 1965, pp. 164–190.
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(1965)
Approximation of Functions
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Birkhoff, G.1
DeBoor, C.R.2
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12
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0004292638
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vol. II. Reading, Mass.: Addison-Wesley, 1969
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J. R. Rice, The Approximation of Functions, vol. I, vol. II. Reading, Mass.: Addison-Wesley, 1964, 1969.
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(1964)
The Approximation of Functions
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Rice, J.R.1
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13
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25144450939
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Least square cubic spline approximation: Variable knots
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Dep. Comput. Sci., Purdue Univ., Lafayette, Ind., Tech. Rep. 81
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C. E. DeBoor and J. R. Rice, “Least square cubic spline approximation: Variable knots,” Dep. Comput. Sci., Purdue Univ., Lafayette, Ind., Tech. Rep. 81.
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DeBoor, C.E.1
Rice, J.R.2
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14
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30244575229
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Computational methods for best spline approximation
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R. E. Esch and W. L. Eastman, “Computational methods for best spline approximation,” J. Approx. Theory, vol. 2, pp. 85–96, 1969.
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(1969)
J. Approx. Theory
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Esch, R.E.1
Eastman, W.L.2
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15
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24944465029
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Chebyshev approximation by spline functions with free knots
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D. D. Braess, “Chebyshev approximation by spline functions with free knots,” Numer. Math., vol. 17, pp. 357–366, 1971.
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(1971)
Numer. Math.
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Braess, D.D.1
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16
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84947662558
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Optimal piecewise polynomial L2 approximation of functions of one and two variables
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Comput. Sci. Lab., Dep. Electr. Eng., Princeton Univ., Princeton, N. J., Tech. Rep. 143, Oct.
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T. Pavlidis, “Optimal piecewise polynomial L2 approximation of functions of one and two variables,” Comput. Sci. Lab., Dep. Electr. Eng., Princeton Univ., Princeton, N. J., Tech. Rep. 143, Oct. 1973.
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(1973)
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Pavlidis, T.1
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17
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33747505186
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Algorithms for piecewise straight line approximations
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G. M. Phillips, “Algorithms for piecewise straight line approximations,” Comput. J., vol. II, pp. 211–212, 1968.
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(1968)
Comput. J.
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Phillips, G.M.1
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18
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70350558052
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An algorithm for approximating convex functions by means of first degree splines
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M. G. Cox, “An algorithm for approximating convex functions by means of first degree splines,” Comput. J., vol. 14, pp. 272–275, 1971.
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(1971)
Comput. J.
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Cox, M.G.1
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19
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0014986538
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Optimal curve fitting with piecewise linear functions
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Jan.
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A. Cantoni, “Optimal curve fitting with piecewise linear functions,” IEEE Trans. Comput., vol. C-20, pp. 59–67, Jan. 1971.
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(1971)
IEEE Trans. Comput.
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Cantoni, A.1
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20
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0015641966
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Waveform segmentation through functional approximation
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July
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T. Pavlidis, “Waveform segmentation through functional approximation,” IEEE Trans. Comput., vol. C-22, pp. 689–697, July 1973.
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(1973)
IEEE Trans. Comput.
, vol.C-22
, pp. 689-697
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Pavlidis, T.1
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22
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84915524881
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Computational methods for best approximation
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Sperry Rand Res. Cen., Sudbury, Mass., Tech. Rep. SEG-TR-67-30, Dec.
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R. E. Esch and W. L. Eastman, “Computational methods for best approximation,” Sperry Rand Res. Cen., Sudbury, Mass., Tech. Rep. SEG-TR-67-30, Dec. 1967.
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(1967)
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Esch, R.E.1
Eastman, W.L.2
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23
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0040136954
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Application of linear programming to numerical analysis
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Apr.
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P. Rabinowitz, “Application of linear programming to numerical analysis,” SIAM Rev., vol. 10, pp. 121–159, Apr. 1968.
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SIAM Rev.
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Rabinowitz, P.1
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26
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49649148826
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Running orthogonalization
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J. R. Rice, “Running orthogonalization,” J. Approx. Theory, vol. 4, pp. 332–338, 1971.
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J. Approx. Theory
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Rice, J.R.1
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27
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0003168801
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Redundancy reduction—A practical method of data compression
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Mar.
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C. M. Kortman, “Redundancy reduction—A practical method of data compression,” Proc. IEEE, vol. 55, pp. 253–263, Mar. 1967.
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Proc. IEEE
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Kortman, C.M.1
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28
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84947656453
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Uniform piecewise polynomial approximation with variable joints
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to be published
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T. Pavlidis and A. P. Maika, “Uniform piecewise polynomial approximation with variable joints,” J. Approx. Theory, to be published.
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J. Approx. Theory
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Pavlidis, T.1
Maika, A.P.2
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29
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0015765389
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Piecewise approximation of plane curves
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Washington, D. C, Oct. 30–Nov. 1
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T. Pavlidis and S. L. Horowitz, “Piecewise approximation of plane curves,” in Proc. 1st Int. Joint Conf. Pattern Recognition, Washington, D. C, Oct. 30–Nov. 1, 1973, pp. 396–405.
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(1973)
Proc. 1st Int. Joint Conf. Pattern Recognition
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Pavlidis, T.1
Horowitz, S.L.2
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30
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84910305232
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The generation of polygonal outlines of objects from gray level pictures
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Comput. Sci. Lab., Dep. Elec. Eng., Princeton Univ., Princeton, N. J., Tech. Rep. 150, Apr.
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H. Y. Feng and T. Pavlidis, “The generation of polygonal outlines of objects from gray level pictures,” Comput. Sci. Lab., Dep. Elec. Eng., Princeton Univ., Princeton, N. J., Tech. Rep. 150, Apr. 1974.
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(1974)
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Feng, H.Y.1
Pavlidis, T.2
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