1. 

Integration theory on infinite dimensional manifolds; Trans. Amer. Math. Soc. 159 (1971) 5778 

2. 

Stochastic integrals in abstract Wiener space; Pacific J. Math. 41 (1972) 469482 

3. 

Diffusion and Brownian motion on infinite dimensional manifolds; Trans. Amer. Math. Soc. 169 (1972) 439459 

4. 

(with M. A. Piech) Stochastic integral and parabolic equation in abstract Wiener space; Bull. Amer. Math. Soc. 79 (1973) 478482 

5. 

Absolute continuity of measures corresponding to diffusion processes in Banach space; Annals of Probability 1 (1973) 513518 

6. 

Differential and Stochastic equations in abstract Wiener space; J. Functional Analysis 12 (1973) 246256 

7. 

On operatorvalued stochastic integrals; Bull. Amer. Math. Soc. 79 (1973) 207210 

8. 

Stochastic integrals in abstract Wiener space II: Regularity properties; Nagoya Math. J. 50 (1973) 89116 

9. 

On stochastic maximum principle in Banach space; J. Functional Analysis 14 (1973) 146161 

10. 

The MorsePalais lemma on Banach spaces; Bull. Amer. Math. Soc. 80 (1974) 363365 

11. 

Integration by parts for abstract Wiener measures; Duke Math. J. 41 (1974) 373379 

12. 

Differentiable measures; Chinese J. Math. 2 (1974) 188198 

13. 

Itô's lemma for Banach spaces; Bull. Inst. Math. Academia Sinica 3 (1975) 7179 

14. 

On a conjecture of Gross; Proc. Amer. Math. Soc. 50 (1975) 379382 

15. 

On Gross differentiation on Banach spaces; Pacific J. Math. 59 (1975) 135145 

16. 

Potential theory associated with UhlenbeckOrnstein process; J. Functional Analysis 21 (1976) 6375 

17. 

Distribution theory on Banach space; Lecture Notes in Math., SpringerVerlag 526 (1976) 143156 

18. 

Differential calculus for measures on Banach spaces; Lecture Notes in Math., SpringerVerlag 644 (1978) 270285 

19. 

UhlenbeckOrnstein process on a RiemannWiener manifold; in: Stochastic Differential Equations, K. Itô (ed.), Kinokuniya BookStore Co. (1978) 187193 

20. 

An example of quasiinvariant cylindrical measure; Z. Wahrscheinlichkeitstheorie 46 (1978) 5354 

21. 

The chain rule for differentiable measures; Studia Math. 63 (1978) 145155 

22. 

On integral contractors; J. Integral Equations 1 (1979) 3546 

23. 

Integration in Banach spaces; in:Notes in Banach Spaces, H. Elton Lacey (ed.), University of Texas Press (1980) 138 

24. 

FourierWiener transform on Brownian functionals; Lecture Notes in Math., SpringerVerlag 828 (1980) 146161 

25. 

(with W. Smolenski) On admissible shifts of generalized white noises; J. Multivariate Analysis 12 (1982) 8088 

26. 

On Fourier transform of generalized Brownian functionals; J. Multivariate Analysis 12 (1982) 415431 

27. 

Donsker's delta function as a generalized Brownian functional and its application; Lecture Notes in Control and Information Sci., SpringerVerlag 49 (1983) 167178 

28. 

A Fourier transform characterization of Gaussian Brownian functionals; Bull. Inst. Math. Academia Sinica 11 (1983) 407413 

29. 

Brownian functionals and applications; Acta Applicandae Mathematicae 1 (1983) 175188 

30. 

FourierMehler transforms of generalized Brownian functionals; Proc. Japan Academy 59A (1983) 312314 

31. 

(with G. Kallianpur) Regularity property of Donsker's delta function; Appl. Math. Optim. 12 (1984) 8995 

32. 

On Laplacian operators of generalized Brownian functionals; Lecture Notes in Math., SpringerVerlag 1203 (1986) 119128 

33. 

The heat equation and the Fourier transform of generalized Brownian functionals; Lecture Notes in Math., SpringerVerlag 1236 (1987) 154163 

34. 

(with N. R. Shieh) A generalized Itô's formula for multidimensional Brownian motions and its applications; Chinese J. Math. 15 (1987) 163174 

35. 

(with A. Russek) White noise approach to stochastic integration; J. Multivariate Analysis 24 (1988) 218236 

36. 

Brownian motion, diffusions and infinite dimensional calculus; Lecture Notes in Math., SpringerVerlag 1316 (1988) 130169 

37. 

White noise calculus; in:Algebra, Analysis and Geometry, M. C. Kang and K. W. Lih (eds.), World Scientific (1989) 77119 

38. 

Stochastic partial differential equations of generalized Brownian functionals; Lecture Notes in Math., SpringerVerlag 1390 (1989) 138146 

39. 

The Fourier transform in white noise calculus; J. Multivariate Analysis 31 (1989) 311327 

40. 

(with T. C. Sun) Absolute value of white noise as a generalized Brownian functional; Soochow J. Math 15 (1989) 205211 

41. 

(with M. de Faria) A delta white noise functional; Acta Applicandae Mathematicae 17 (1989) 287298 

42. 

(with N. Obata and K. Saitô) Levy Laplacian of generalized functions on a nuclear space; J. Functional Analysis 94 (1990) 7492 

43. 

(with J. Potthoff) Anticipating stochastic differential equations; in:Probability Theory and Math. Stat., Proc. 5th Intern. Conference, vol. 2, 3546, Vilnius, Lithuania (1990) 

44. 

(with J. Potthoff) Anticipating stochastic integrals and stochastic differential equations; in:White Noise Analysis: Math. and Appl., T. Hida et al. (eds.), World Scientific (1990) 256273 

45. 

(with J. Potthoff and L. Streit) A characterization of white noise test functionals; Nagoya Math. J. 121 (1991) 185194 

46. 

FourierMehler transforms in white noise analysis; in:Gaussian Random Fields, the Third Nagoya Lévy Seminar, K. Itô and T. Hida (eds.), World Scientific (1991), 257271 

47*. 

Lectures on white noise analysis; Proc. Preseminar Intern. Conf. Gaussian Random Fields, T. Hida and K. Saitô (eds.) (1991) 165 (This set of lecture notes later appeared in Soochow J. Math.{see the next item) 

47. 

Lectures on white noise analysis; Soochow J. Math. 18 (1992) 229300 

48. 

Convolution and Fourier transform of Hida distributions; Lecture Notes in Control and Information Sci., SpringerVerlag 176 (1992) 165176 

49. 

(with T. Hida) Semigroups associated with generalized Brownian functionals; Semigroup Forum 45 (1992) 261263 

50. 

(with J. Potthoff and J. A. Yan) Continuity of affine transformations of white noise test functionals and applications; Stochastic Processes and Their Applications 43 (1992) 8598 

51. 

An introduction to white noise calculus; Aportaciones Matemáticas, Notas de Investigación 7 (1992) 112 

52. 

(with T. Hida and N. Obata) Transformations for white noise functionals; J. Functional Analysis 111 (1993) 259277 

53. 

(with I. Kubo) Fourier transform and cylindrical Hida distributions; in:Stochastic Processes, a Festschrift in Honor of G. Kallianpur, S. Cambanis et al. (eds.), SpringerVerlag (1993) 191201 

54. 

Analysis of white noise functionals; Soochow J. Math. 20 (1994) 419464 

55. 

(with I. Dôku and Y. J. Lee) Fourier transform and heat equation in white noise analysis; Pitman Research Notes in Math. 310 (1994) 6074 

56. 

White noise analysis; in:Proc. Workshops in Pure Math. 14, part II: Analysis, D. Kim (ed.) (1994) 2740, Pure Math. Research Assoc., Korea Academic Council 

57. 

(with I. Kubo) Finite dimensional Hida distributions; J. Functional Analysis 128 (1995) 147 

58. 

An infinite dimensional Fourier transform; in:Stochastic Processes, Physics, and Geometry II, S. Albeverio et al. (eds.), World Scientific (1995) 482490 

59. 

(with I. Kubo) Simple proof of Hida distribution characterization theorem; in: Exploring Stochastic Laws, Festschrift in Honor of the 70th Birthday of V. S. Korolyuk, A.V. Skorokhod and Yu. V. Borovskikh (eds.), International Science Publishers (1995) 243250 

60. 

(with K. Nishi) An anticipatory Itô formula; Proc. Japan Academy 72A (1996) 3638 

61. 

A characterization of Hida measures; in:Stochastic Processes and Functional Analysis, J. A. Goldstein et al. (eds.), Marcel Dekker (1997) 147151 

62. 

Stochastic integration via white noise analysis; Nonlinear Analysis, Theory, Methods, and Applications 30 (1997) 317328 

63. 

(with W. G. Cochran and A. Sengupta) A new class of white noise generalized functions; Infinite Dimensional Analysis, Quantum Probability, and Related Topics 1 (1998) 4367 

64. 

(with J. Xiong) Stochastic differential equations in white noise space; Infinite Dimensional Analysis, Quantum Probability, and Related Topics 1 (1998) 611632 

65. 

(with I. Kubo and A. Sengupta) White noise analysis on a new space of Hida distributions; Infinite Dimensional Analysis, Quantum Probability, and Related Topics 2 (1999) 315335 

66. 

(with N. Asai and I. Kubo) Characterization of Hida measures in white noise analysis; in: Infinite Dimensional Harmonic Analysis, Transactions of a JapanGermany Symposium, H. Heyer et al. (eds.) (1999) 7083, Druck D.+M. Gräbner 

67. 

Anticipatory Itô's formula and HitsudaSkorokhod integral; in: Skorokhod's Ideas in Probability Theory, V. Korolyuk et al. (eds.), Proc. Institute of Math., National Academy of Sciences of Ukraine, Vol. 32 (2000) 248255 

68. 

(with N. Asai and I. Kubo) Feynman integrals associated with Albeverio{HøeghKrohn and Laplace transform potentials; in: Stochastic in Finite and Infinite Dimensions, in honor of G. Kallianpur, T. Hida et al. (eds.) (2000) 2948, Birkhäuser 

69. 

(with N. Asai and I. Kubo) CKSspace in terms of growth functions; in: Quantum Information II, T. Hida and K. Saitô (eds.) (2000) 1727, World Scientific 

70. 

Growth functions in white noise theory; Soochow J. Math. 26 (2000) 327342 

71. 

(with N. Asai and I. Kubo) Characterization of test functions in CKSspace; in: Mathematical Physics and Stochastic Analysis: Essays in Honor of Ludwig Streit, A. Albeverio et al. (eds.) (2000) 6878, World Scientific 

72. 

(with N. Asai and I. Kubo) Bell numbers, logconcavity, and logconvexity; Acta Applicandae Mathematicae 63 (2000) 7987 

73. 

(with Y.J. Lee and C.Y. Shih) WienerItô theorem in terms of Wick tensors; Acta Applicandae Mathematicae 63 (2000) 203218 

74. 

(with N. Asai and I. Kubo) Roles of logconcavity, logconvexity, and growth order in white noise analysis; Infinite Dimensional Analysis, Quantum Probability, and Related Topics 4 (2001) 5984 

75. 

(with N. Asai and I. Kubo) General characterization theorems and intrinsic topologies in white noise analysis; Hiroshima Math. J. 31 (2001) 299330 

76. 

Growth functions for generalized functions on white noise space; in:Quantum Information III, T. Hida and K. Saitô (eds.) (2001) 8996, World Scientific 

77. 

(with L. Accardi and T. Hida) The Itô table of the square of white noise; Infinite Dimensional Analysis, Quantum Probability, and Related Topics 4 (2001) 267275 

78. 

(with L. Accardi and A. Boukas) On the unitarity of stochastic evolutions driven by the square of white noise; Infinite Dimensional Analysis, Quantum Probability, and Related Topics 4 (2001) 579288 

79. 

(with N. Obata and K. Sait\^o) White noise analysis based on the Levy Laplacian;; Kokyuroku 1227 (2001) 170183, Research Institute of Mathematical Sciences, Kyoto University 

80. 

WienerItô decomposition; in:Encyclopaedia of Mathematics, Supplement III 439440, M. Hazewinkle (Managing editor), Kluwer Academic Publishers, 2002 

81. 

White noise theory; in:Handbook of Stochastic Analysis and Applications D. Kannan and V. Lakshmikantham (eds.) (2002) 107158, Marcel Dekker 

82. 

A quarter century of white noise theory; in:Quantum Information IV, T. Hida and K. Saitô (eds.) (2002) 137, World Scientific 

83. 

(with K. Saitô and A. Stan)A HausdorffYoung inequality for white noise analysis; in:Quantum Information IV, T. Hida and K. Saitô (eds.) (2002) 115126, World Scientific 

84. 

(with N. Obata and K. Saitô) Diagonalization of the Levy Laplacian and related stable processes; Infinite Dimensional Analysis, Quantum Probability and Related Topics 5 (2002) 317331 

85. 

(with N. Asai and I. Kubo) SegalBargmann transforms of onemode interacting Fock spaces associated with Gaussian and Poisson measures; Proc. Amer. Math. Soc. 131 (2002) 815823 

86. 

(with N. Asai and I. Kubo) Gaussian and Poisson white noises with related characterization theorems; in: Finite and Infinite Dimensional Analysis in Honor of Leonard Gross}, Contemporary Mathematics 317 (2003) 4556, Amer. Math. Soc. 

87. 

(with N. Asai and I. Kubo) Multiplicative renormalization and generating functions I.; Taiwanese Journal of Mathematics 7 (2003) 89101 

88. 

Some aspects of white noise analysis; in:Proceedings of the Volterra International School on White Noise Approach to Classical and Quantum Stochastic Calculi, L. Accardi (ed.) World Scientific (accepted for publication) 

89. 

(with N. Asai and I. Kubo) Renormalization, orthogonalization, and generating functions; in: Quantum Information V, T. Hida and K. Saitô (eds.) (accepted for publication) 

90. 

(with N. Asai and I. Kubo) Multiplicative renormalization and generating functions II; Taiwanese Journal of Mathematics (accepted for publication) 

91. 

(with N. Asai and I. Kubo) Generating functions of orthogonal polynomials and SzegoJacobi parameters; Probability and Math. Stat. (accepted for publication) 

92. 

Recent progress on the white noise approach to the Levy Laplacian; in: Nagoya Winter School (accepted for publication) 

93. 

(with L. Accardi and A. Stan) Characterization of certain probability measures by creation, annihilation, and number operators; (submitted for publication) 

94. 

(with L. Accardi and A. Stan) Moments and commutators of probability measures; (submitted for publication) 

95. 

(with L. Accardi and A. Stan) Interacting Fock spaces and orthogonal polynomials in infinitely many variables ; preprint (2003) 
