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Bibliographie
ACQUAVIVA A. Théorème de relèvement et répartitions ponctuelles à points distincts en nombre localement fini. C.R. Acad. Sci. Paris 281 (1975) 297–300
ADAMOPOULOS L. Some counting and interval properties of the mutually-exciting processes J. Appl. Proba. 12 (1975) 78–86
AMBARTZUMIAN R.V. Correlation properties of the intervals in the superpositions of independent stationary recurrent point processes. Studia Sci. Hung 4 (1969) 161–170
Random plane mosaics. Dokl Akad Nauk SSSR 200 (1971) 255–258; Soviet Math Dokl 12 (1971) 1349–1353
Palm distributions and superpositions of independent point processes in Rn. Stochastic point processes. PAW Lewis Ed. Wiley (1972) 626–645
The solution of the Buffon-Sylvester problem in R3. ZfW 27 (1973) 53–74
AMBROSE W. Representation of ergodic flows. Ann. Math 42 (1941) 723–739
AMBROSE W. et KAKUTANI S. Structure and continuity of measurable flows. Duke Math J. 9 (1942) 25–42
AMBROSE W., HALMOS P.R. et KAKUTANI S. Decomposition of measures. Duke Math J. 9 (1942) 43–47
BARTLETT M.S. An introduction to stochastic processes. Cambridge Univ. Press (1966) 2ème édition.
BENÈS V.E. General stochastic processes in the theory of queues. Addison — Wesley Mass. 1963
BENVENISTE A. Processus stationnaires et mesures de Palm du flot spécial sous une fonction. Thèse Paris.
BENVENISTE A. et JACOD J. Intensité stochastique d’un processus ponctuel stationnaire, reconstruction du processus ponctuel à partir de son intensité stochastique C.R. Acad. Sci.Paris 280 (1975) 821–5
BEUTLER F.J. et LENEMAN OAZ The theory of stationary point processes. Acta Math. 116 (1966) 159–197
BILLINGSLEY P. Convergence of probability measures. Wiley (1968)
BLANCHARD F. Processus de points marqués et processus ramifiés. Ann. IHP 9 (1973) 259–276
BOEL R., VARAYIA P. et WONG E. Martingales of jump processes, I and II. Siam J. Control 13 (1975) 999–1061
BOROVKOV A.A. On the first passage time for a class of processes with independent increments. Teor. Veraj. Prim. 10 (1965) 360–364
Some limit theorems in queuing theory. Teor. Veroj. Prim. 9 (1984) 608–625; 10 (1965) 409–437
Asymptotic analysis of some queuing systems. Teor. Veroj. Prim. 11 (1966) 675–682
Stochastic processes in queuing theory. Springer (1976)
BREIMAN L. The Poisson tendency in traffic distribution. Ann. Math. Stat. 34 (1963) 308–311
BREMAUD P. The martingale theory of point processes over the real half-line admitting an intensity. Proc. IRIA Conf., Lect. Notes Op. Res. and Math. Systems, Springer 107 (1974) 519–542.
An extension of Watanabe’s theorem of characterization of Poisson processes over the positive real half line. J. Appl. Prob. 12 (1975) 396–399
Estimation de l’état d’une file d’attente et du temps de panne d’une machine par la méthode des semi-martingales. Adv. Appl. Proba. 7 (1975)
On the information carried by a stochastic point process. Revue Cethedec 43 (1975)
Bang-Bang controls of point processes. Adv. Appl. Proba 8 (1976) 385–394
BREMAUD P. et JACOD J. Processus ponctuels et martingales
BRILLINGER D. The identification of point process systems. Ann. Proba 3 (1976) 909–929
BROWN M. Sampling with random jitter. J. Soc. Ind. Appl. Math. 11 (1963) 460–473
[2] An invariance property of Poisson processes. J. Appl. Proba 6 (1969) 453–458
A property of Poisson processes and its applications to macroscopic equilibrum of particle systems. Ann. Math. Stat. 41 (1970) 1935–41
Discrimination of point processes. Ann. Math. Stat. 42 (1971)
CARTER D.S. et PRENTER P.M. Exponential spaces and counting processes. ZfW 21 (1972) 1–19
CHOQUET G. Theory of capacities. Ann. Fourier 5 (1953) 131–295
CHOU C.S. et MEYER P.A. Représentation des martingales comme intégrales stochastiques dans les processus ponctuels. C.R. Acad. Sci. Paris A 278 (1974) 1561–3
CHIMG K.L. Crudely stationary counting processes. Amer. Math. Monthly 79 (1972) 867–877
CINLAR E. Superposition of point processes. Stochastic point processes, P. Lewis Ed., Wiley (1972) 549–606
COHEN J.W. The single server queue. North-Holland, Amsterdam 1969
Asymptotic relations in queuing theory. Stoch. Prob. Appli 1 (1973) 107–124
COX D.R. Renewal theory. Methuen’s monograph, London 1962
COX D.R. et LEWIS P.A.W. The statistical Analysis of series of Events. Methuen, London (1966); Trad. fr. Dunod 1969
Multivariate point processes. Proc. 6th Berkeley Symp 3 (1972) 401–425
CRAMER H. et LEADBETTER M.R. Stationary and related stochastic processes. Wiley (1967)
CRAMER H., LEADBETTER M.R. et SERFLING On distribution function moment relationships in a stationary point process. ZfW 18 (1971) 1–8
DALEY D.J. The correlation structure of the output process of some single server queuing systems. Ann. Math. Stat 39 (1968) 1007–19
Asymptotic properties of stationary point processes with generalized clusters. ZfW 21 (1972) 65–76
Markovian processes whose jump epochs constitute a renewal process Quart. J. Math. Oxford 24 (1973) 97–105
Poisson and alternating renewal processes with superposition a renewal process. Math. Nachr 57 (1973) 359–369
Various concepts of orderliness for point-processes. Stochastic Geometry, Wiley (1974), 148–161
Queuing output processes. Adv. Appl. Proba 8 (1976) 395–415
DALEY D.J. et MILNE R.K. Orderliness, intensities and Palm-Khinchin equations for multivariate processes. J. Appl. Proba. 12 (1975) 383–389
DALEY D.J. et OAKES D. Random walk point processes. ZfW 30 (1974) 1–16
DALEY D.J. et VERE-JONES D. A summary of the theory of point processes. Stochastic point processes, P. Lewis Ed. Wiley (1972) 299–383
DAVIDSON R. Some arithmetic and geometry in probability theory. Thesis Cambridge 1968. Stochastic geometry, a memorial volume, Wiley 1974.
DAVIS M.H.A. et ELLIOTT R.J. Representation of martingales of jump processes. Siam J. Control (1976)
DAVIS M.H.A. et Optimal control of a jump process (1975)
DAVIS M.H.A., KAILATH T. et SEGALL A. Non-linear filtering with counting observations. IEEE II 21 (1975) 143–150
DEBES H., KERSTAN J., LIEMANT A. et MATTHES K. Verallgemeinerung eines Satzes von Dobrušin. Math Nachrichten 47 (1970) 183–244, 50 (1971) 99–139 et 51 (1971) 149–188.
DELLACHERIE C. Capacités et processus stochastiques. Springer 1972
Intégrales stochastiques par rapport aux processus de Wiener et de Poisson. Sem. Proba. Strasbourg, Lect. Notes Math 381 (1974) 25–26 et 465 (1975) 494
DELLACHERIE C. et MEYER P.A. Probabilités et Potentiel, Hermann (1976)
DISNEY R.L. et CHERRY W.P. Some topics in queuing network theory. Proc. Conf. Western Michigan Univ 1973. Lecture Notes in Economics 98, 23–44
DOLEANS-DADE C. Quelques applications de la formule de changement de variables pour les semi-martingales. ZfW 16 (1970) 181–194
Existence and Unicity of stochastic integral equations. ZfW 36 (1976) 93–101
DOLEANS-DADE C. et MEYER P.A. Intégrales stochastiques par rapport aux martingales locales. Sém. de Proba, Strasbourg 4, Lecture Notes Springer 124 (1970) 77–107
DRISCOLL M.F. et WEISS N.A. Random translations of stationary point processes. J. Math. Anal. Appl. 48 (1974) 423–433
ELKAROUI N. et LEPELTIER J.P. Représentation des processus ponctuels multivariés à l’aide de processus de Poisson. C.R. Acad. Sci. Paris A (1975)
ELLIOTT R.J. Stochastic integrals for martingales of a jump process. Report Hull Univ.
Martingales of a jump process with partially accessible jump times. Report Hull Univ.
Levy systems and absolutely continuous changes of measures for a jump process. Report Hull Univ.
Levy functionals and jump process martingales. Report Hull Univ.
Innovation projections of a jump process and local martingales. Report Hull Univ.
FELLER W. An introduction to probability and its applications. Vol. 1 and 2. Wiley
FICHTNER K.H. Charakterisierung Poissonscher zufülliger Punktfolgen und infinitesimale Verdünnungsschemata. Math. Nachr 68 (1975) 93–104
FIEGER W. Zwer Verallgemeinerungen der Palmschen Formeln. Trans. 3nd Prague Conf (1964), 107–122
Eine für beliebige Call-Prozesse geltende Verallgemernerung der Palmschen Formeln. Math. Scan 16 (1965) 121–147
Die Anzahl der γ-niveau Kreuzungspunkte von stochastischen Prozessen ZfW 18 (1971) 227–260
FISCHER L. A survey of the math theory of multi-dimensional point processes. Stochastic point processes, PAW Lewis ed. Wiley (1972) 468–513
FORTET R. Sur les répartitions ponctuelles aléatoires. Ann IHP 4 (1968) 99–112
Définition et lois de probabilité des répartitions ponctuelles aléatoires. Zastosowania Matematyki 10 (1969) 57–73
FORTET R. et KAMBOUZIA M. Lois de probabilité des répartitions ponctuelles markoviennes et des répartitions ponctuelles cumulatives. CR. Acad. Sci. 268 (1969) 644–5
Recouvrement par un ensemble aléatoire. CR. Acad. Sci. 281 (1975) 397–8
Ensembles aléatoires induits par une répartition ponctuelle aléatoire CR. Acad. Sci. 280 (1975) 1447–50
FRANKEN P. Approximation durch Poissonsche Prozesse. Math Nachr 26 (1963) 101–114
FRANKEN P., LIEMANT A. et MATTHES K. Stationäre zufällige Puntkfolgen I–III. J.Ber Deutsch Math Verein 65 (1963) 66–79, 66 (1964) 106–118 et 67 (1965) 183–202.
FRIEDMAN N.A. Introduction to Ergodic theory. Van Nostrand (1970)
FRISCH H.L. et HAMMERSLEY J.M. Percolation processes and related topics. J. Soc. Ind. Appl. Math II (1963) 894–918
FUJISAKI M., KALLIANPUR G. et KURITA H. Stochastic differential equations for the non-linear filtering problem Osaka J. Math 9 (1972) 19–40
FURSTENBERG H. et TZKONI I. Spherical functions and integral geometry. J. Israel Math 10 (1971) 327–338
GEMAN D. Horizontal-window conditioning and the zeros of stationary processes
On the variance of the number of zeros of a stationary Gaussian process. Ann. Math. Stat.
GEMAN D. et HOROWITZ J. Remarks on Palm measures. Ann IHP 9 (1973) 215–232
Random shifts which preserve measure. Proc AMS 49 (1975) 143–150
Polar sets and Palm measures in the theory of flows. Trans AMS 208 (1975) 141–159
Time conditionning of random processes
Transformation of flows by discrete random measures. Indiana J. Math 24 (1975) 291–306
GIGER et HADWIGER Uber Treffzahlwahrscheinlickkeiten in Eikörperfeld. ZfW 10 (1968) 329–334
GIRSANOV I. On transforming a certain class of stochastic processes by absolutely continnous substitution of measures. Teor. Veroj i Prim. 5 (1960) 285–301
GNEDENKO B.V. et KOVALENKO I.N. Introduction to queuing theory. Nauka, Moscou (1966). Trad. anglaise Jesuralem (1968)
HINCIN A Ya (ou KHINTCHINE) On Poisson streams of random events. Teor. Veroj. 1 (1956) 320–7; Th. Proba. 1 (1956) 291–7
HOFFMAN-JORGENSEN J. Markov sets. Math. Scand. 24 (1969) 145–166
ISHAM V. On a point process with independent locations. J. Appl. Proba. 12 (1975) 435–446
ITO K. Poisson point processes attached to Markov processes. Proc. 6th Berkeley Symp (1972) III, 225–239
JACOD J. Two dependent Poisson processes whose sum is still a Poisson process. J. Appl. Proba 12 (1974) 1–12
Multivariate point processes: predictable projection, Radon-Nikodym derivatives, representation of martingales. Z.f.W. 31 (1975) 235–253
Un théorème de représentation pour les martingales discontinues. Z.f.W. 34 (1976) 225–244
JACOD J. et MEMIN J. Caractéristiques locales et conditions de continuité pour les semimartingales. Z.f.W. 35 (1976) 1–37
Un théorème de représentation des martingales pour les ensembles régénératifs. Sem. Proba. Strasbourg X. Lecture Notes Springer 511 (1976) 24–39
JAGERS P. On the weak convergence of superpositions of point processes. Z.f.W. 22 (1972) 1–7
On Palm probabilities. Z.f.W. 26 (1973) 17–32
Aspects of random measures and point processes. Adv. Proba. 3, ed. Ney. M. Dekker (1974) 179–239
Convergence of general branching processes and functionals thereof J. Appl. Proba. 11 (1974) 471–8
JAGERS P. et LINDVALL T. Thinning and rare events in point processes. Z.f.W. 28 (1974) 89–98 et 29 (1974) 272
JIŘINA M. Branching process with measure-valued states. Trans. 3rd Prague Conf. (1964) 333–357
KABANOV I. Représentation comme intégrales stochastiques des fonctionnelles d’un Wiener ou d’un Poisson. Teor. Veraj. Prim 18 (1973) 376–380
KABANOV I., LIPSER R. et SHIRYAEV A. Martingale methods in the theory of point processes. Proc. Steklov Inst. (1975) 269–354
KAC M. et STEPIAN D. large excursions of Gaussian processes. Ann. Math. Stat. 30 (1959) 1215–1228
KAILATH T. et SEGALL A. Radon-Nikodym derivatives with respect to measures induced by discontinuous independent increment processes. Ann. Proba 3 (1975) 449–464
KALLENBERG O. Characterization and convergence of random measures and point processes. ZfW 27 (1973) 9–21
Canonical representations and convergence criteria for processes with interchangeable increments. ZfW 27 (1973) 23–36
Extremality of Poisson and sample processes. Stoch. Prob. Appli. 2 (1974) 73–83
On symmetrically distributed random measures. Trans. AMS 202 (1975) 105–121
Limits of compound and thinned point processes. J. Appl. Prob. 12 (1975) 269–278
KENDALL D.G. Stochastic processes occuring in the theory of queues and their analysis by the method of the imbedded Markov chains. Ann. Math. Stat. 24 (1953) 338–354
Foundations of a theory of random sets. Stochastic geometry. Harding et Kendall, ed. Wiley (1974) 322–376
KERSTAN J. et MATTHES K. Verallgemernerungeines Satzes von Sliwnjak. Revue Romaine Math Pures et appliquées 9 (1964) 811–829
Ergodische unbegrenzt teilbare stationäre zufällige Punktfolgen. Trans. 4th Prague Conf (1967) 399–415
KERSTAN J. MATTHES K. et MECKE J. Unbegrenzt teilbare Punktprozesse. Akademie Verlag, Berlin (1974)
KIEFER J. et WOLFOWITZ J. On the theory of queues with many servers. Trans. AMS 78 (1955) 1–18
On the characteristics of the general queuing process with applications to random walks. Ann. Math. Stat 27 (1956) 147–161
KINGMAN J.F.C. On doubly stochastic Poisson processes. Proc Cambridge Phil Soc 60 (1964) 923–930
The stochastic theory of regenerative events. ZfW 2 (1964) 180–224
Completely random measures. Pacific J. Math 21 (1967) 59–78
Markov population processes. J. Appl. Proba. 6 (1969) 1–18
Regenerative Phenomena. Wiley 1972
KOSTEN L. Stochastic theory of service systems. Pergamon Press, Oxford (1973)
KRENGEL U. Darstellungen von Strömungen I, II. Math. Annalen 176 (1968) 181–190
KRICKEBERG K. The Cox processes. Symp. Math. Roma 9 (1972) 151–167
Theory of hyperplane processes. Conf. Stoch. point processes I.B.M. Wiley (1972) 514–521
Moments of point processes. Lecture Notes in Mathematics, Springer 246 (1973) 70–101
Invariance properties of the correlation measure of line processes. Stochastic geometry, ed. Kendall; Wiley (1974) 76–88
KRYLOV N.V. et YUSKENI A.A. Markov random sets. Terr. Verojatn Prim. 9 (1964) 738–743
KUMMER G. et MATTHES K. Verallgemeinesung eines Satzes von Sliwnyak. Rev. Roumaine Math Pures Appl. 15 (1970) 845–870 et 1631–1642
KUNITA H. Asymptotic behavior of the non-linear filtering errors of Markov processes. J. Multiv. Anal. 1 (1971) 365–393
Cours de 3ème cycle, Paris VI (1974)
KUNITA H. et WATANABE S. Square integrable martingales. Nagoya J. Math 30 (1967) 209–245
KURTZ T.G. Limit theorem for sequences of jump Markov processes approximating ordinary differential processes. J. Appl. Proba. 8 (1971) 344–356
Point processes and completely monotone set functions. ZfW 31 (1974) 57–67
LAWRANCE A.J. Selective interaction of a point process and a renewal process. J. Appl. Proba 7 (1970) 359–372, 7 (1970) 483–9, 8 (1971) 170–183, 8 (1971) 731–744
Stationary series of univariate events. Stochastic point processes. P. Lewis, Ed. Wiley (1972) 199–256
LAZARO J. de Sam et MEYER P.A. Méthodes des martingales et théorie des flots. ZfW 18 (1971) 116–140
Questions de théorie des flots. Sém. Proba Strasbourg (1972–3)
LEADBETTER M.R. On three basic results in the theory of stationary point processes. Proc. AMS 19 (1968) 115–7
On basic results of point process theory. Proc. 6th Berkeley Symp 3 (1972) 449–462
Point processes generated by level crossings. Conf. Stoch. point processes I.B.M. Wiley (1972) 436–467
LECAM L. An approximation theorem for the Poisson binomial distribution Pacific J. Math 10 (1960) 1181–1197
LEE P.M. Infinitely divisible stochastic processes. ZfW 7 (1967) 147–160
Some examples of infinitely divisible point processes. Studia Sc. Math Hung 3 (1968) 219–224
LEGALL Les systèmes avec ou sans attente et les processus stochastiques. Dunod 1962
LEONOV V.P. Applications of the characteristic functional and semi-invariants to the ergodic theory of stationary processes. Dokl Akad Nauk SSSR (1960) 523–6
LEWIS P.A.W. Asymptotic properties and equilibrium conditions for branching Poisson processes. J. Appl. Proba 6 (1969) 355–371
Asymptotic properties of branching renewal processes
LIND D.A. Locally compact measure preserving flows. Trans Amer Math Soc (1973)
LITTLE D.V. A third note on recent research in general critical probability. Adv. Appl. Proba 6 (1974) 103–130
MACCHI O. Etude d’un processus ponctuel par ses multicoīncidences. C.R. Acad. Sci. Paris 268 (1969) 1616, 271 (1970) 660
The coīncidence approach to stochastic point processes. Adv. Appl. Proba 7 (1975), 83–122
MAISONNEUVE B. Temps local d’un fermé droit aléatoire: cas d’un ensemble régénératif. C.R. Acad. Sci. Paris A 270 (1970) 1526–8
Un résultat de renouvellement pour des processus de Markov généraux C.R. Acad. Sci. Paris A 272 (1971) 964–6
Ensembles régénératifs, temps locaux et subordinateurs. Sém. Proba. Strasbourg, Lecture Notes Mathematics Springer 191 (1971)
MAISONNEUVE B. et MORANDO Ph. Temps locaux pour les ensembles régénératifs. CR. Acad. Sci. Paris A 269 (1969) 523–5
MARTINS-NETTO et WONG E. A martingale approach to queuing theory (1975)
MARUYAMA Transformation of flows. J. Math. Soc. Japan 18 (1966) 303–330.
MATHERON G. Ensembles aléatoires, ensembles semi-markoviens et polyèdres poissoniens. Adv. Appl. Proba. 4 (1972) 508–541
Un théorème d’unicité pour les hyperplans poissoniens. J. Appl. Proba 11 (1974) 184–9
Hyperplans poissoniens et compacts de Steiner. Adv. Appl. Proba 6 (1974) 563–579
Random sets and integral geometry. Wiley 1975
MATTHES K. Stationäre zufüllige Punktfolgen. Jahresbericht der DMV 66 (1963) 66–79
Zur theorie der Bedienungs prozesse. Trans. 3rd Prague Conf (1964) 513–518
Eine charackterisierung der kontinuierlichen unbegrenzt teilbaren Verteinlungsgesetze zufälliger Punktfolgen. Revue Roumaine Math.Pures et appliquées 4 (1969) 1121–1127
Infinitely divisible point processes. Stochastic point processes, P. Lewis Ed. Wiley (1972) 384–404
Mc FADDEN J.A. On the lengths of intervals in a stationary point processes. J.R. Stat. Soc. B 24 (1962) 364–382
Mc FADDEN J. et WEISSBLUM W. Higher order properties of a stationary point process. J.R. Stat. Soc. B 25 (1963) 413–431
MECKE J. Stationäre zufällige Masse auf lokalkompakten Abelschen Gruppen. ZfW 9 (1967) 36–58
Eine kharakteristischeEigenschaft der doppelt stochastischen Poissonschen Prozesse. ZfW 11 (1968) 74–81
Invariance Eigenschaften allgemeiner Palmscher Masse. Math. Nachrichten
Dac Erlangsche Modell mit abhängigen Bedienungszeiten. Math. op. Forsch u Stat 3 (1972) 453–464
Stationäre Verteilungen für das Erlangsche Modell. Math. Nachr
A result on the output of stationary Erlang processes
A characterization of mixed Poisson processes. J. Appl. Proba.
MEYER P.A. Processus de Poisson ponctuels suivant Ito. Sém. Proba. Strasbourg V. Lecture Notes Springer 191 (1971)
Ensembles aléatoires markoviens homogènes. Sém. Proba. Strasbourg 8, Lectures Notes Springer 381 (1974) 172–261
Un cours sur les intégrales stochastiques. Sém. Proba. Strasbourg X, Lecture Notes Springer 511 (1975) 245–400
Generation of σ-fields by step processes. Sem Strasbourg X. Lecture Notes Springer 511 (1976) 118–124
MILES R.E. Poisson flats in euclidean space. Adv. Appl. Proba. 1 (1969) 211–237 3 (1971) 1–43
A synopsis of Poisson flats in euclidean spaces. Izv. Akad Nauk Armianskoi SSR 3 (1970) 263–285
MILNE R.K. Simple proofs of some theorems on point processes. Ann. Math Stat 42 (1971) 368–372
MILNE R.K. et WESTCOTT M. Further results for Gauss-Poisson processes. Adv. Appl. Proba. 4 (1972) 151–176
MOGYÓRODI J. On the rarefaction of renewal processes. Studia Sci. Math. Hung 7 (1972) 285–305 et 8 (1973) 21–38, 193–209
MÖNCH G. Verallgeneinerung eines Satzes von A. Reyni. Studia Sci Math Hung 6 (1971) 81–90
MORAN P.A.P. A non-markovian quasi-Poisson process. Studia Sci. Math Hung 2 (1967) 425–429
A second note on recent research in geometrical probability. Adv. Appl. Proba 1 (1969) 73–89
MORI T. Ergodicity and identifiability for random translations of stationary point processes. J. Appl. Proba. 12 (1975) 734–743
MOYAL J.E. The general theory of stochastic population processes. Acta Math 108 (1962) 1–31
Multiplicative population processes. J. Appl. Proba. 1 (1964) 267–283
Particle populations and number operators in quantum theory Adv. Appl. Proba. (1972) 39–80
NEVEU J. Une généralisation des processus à accroissements positifs indépendants. Abh. Math. Sem. Hamburg 25 (1961) 36–61
Bases mathématiques des Probabilités. Masson 1964 et 1970
Sur la structure des processus ponctuels stationnaires. CR. Acad. Sci. Paris A 267 (1968) 561–4
Martingales à temps discret. Masson 1972
Sur les measures de Palm de deux processus ponctuels stationnaires. ZfW 34 (1976) 189–203
NEWMAN D.S. A new family of point processes which are characterized by their second moment properties. J. Appl. Proba. 7 (1970) 338–358
NEY P. Convergence of a random distribution function associated with a branching process. J. Math. Anal. Appl. 12 (1965) 316–327
NGUYEN Xuan Xanh et ZESSIN H. Punktprozesse mit Wechselwirkung. ZfW 37 (1976) 91–126
OAKES D. Synchronous and asynchronous distributions for Poisson cluster processes. J. Roy Stat. Soc. B 37 (1975) 238–247
The markovian self exciting process. J. Appl. Proba. Appl. 12 (1975) 69–77
Random overlopping intervals. A generalization of Erlang’s loss formula. Ann. Proba. 4 (1976) 940–6
OREY S. Radon-Nikodym derivatives of probability measures: martingale methods. Dpt of Math. Educ., Tokyo Univ. Educ. (1974) 1–38
PALM C. Intensitätschwankungen in Fernsprechverkehr. Ericsson Technics 44 (1943) 1–189
PAPANGELOU The Ambrose-Kakutani theorem and the Poisson process. Lecture Notes Springer 160 (1970)
Integrability of expected increments of point processes and a related change of scale. Trans. AMS 165 (1972) 483–506
Summary of some results on point and line processes. Stochastic point processes, etc ... I.B.M. Conf. Wiley (1972) 522–532
Stochastic geometry. Trans. AMS 165 (1972) 483–506
On the Palm probabilities of processes of points and processes of lines. Stochastic geometry, ed. Kendall. Wiley (1974) 114–147
The conditional intensity of general point processes and an application to line processes. ZfW 28 (1974) 207–226
PARTHASARATHY K.R. Probability measures on metric spaces. Academic Press, New York 1967
POLLACZEK F. Problèmes stochastiques posés par le phénomène de formation d’une queue d’attente à un guichet et par des phénomènes apparentés Mém. Sc. Math Paris (1957)
PORT S.C. Equilibrium systems of recurrent Markov processes. J. Math. Anal Appl. 12 (1965) 555–569
Equilibrium processes Trans Amer Math Soc 124 (1966) 168–184
Limit theorems involving capacities. J. Math. Mech 15 (1966) 805–832
PORT S.C. et STONE C.J. Infinite particle systems. Trans. Amer. Math. Soc. 178 (1973) 307–340
PYKE R. Markov renenval processes. Ann. Math. Stat. 32 (1961) 1231–1259
RÅDE L. Limit theorems for thinning of renewal point processes. J. Appl. Proba 9 (1972) 847–851
RENYI A. Remarks on the Poisson process. Studia Sci Math Hung 2 (1967) 119–123
RENSHAW A. Interconnected population processes. J. Appl. Proba. 10 (1973) 1–14
RIORDAN J. Stochastic service systems. Wiley (1962)
RIPLEY R.D. Locally finite random sets; foundations for point process theory. Ann. Proba. 4 (1976) 983–994
The foundations of stochastic geometry. Ann. Proba. 4 (1976) 995–998
On stationary and superposition of point processes. Ann. Proba. 4 (1976) 999–1005
ROOT D. A counterxample in renewal theory. Ann. Math. Stat. 42 (1971) 1763–6
RUBEN H. et REED W.J. A more general form of a theorem of Crofton. J. Appl. Proba. 10 (1973) 479–482
RUBIN I. Regular point processes and their detection. IEEE IT 18 (1972) 5
Regular point processes and their information processing. IEEE IT 20 (1974) 617–624
RUDEMO M. Point processes generated by transition of Markov chains. Adv. Appl. Proba 5 (1973) 262–286
Multivariate point processes generated by transitions of Markov chains. J. Appl. Proba (1973)
Some non stationary point processes with stationary forward recurrence time distribution. J. Appl. Proba 12 (1975) 167–9
RYLL NARDZEWSKI C Remarks on processes of calls. Proc 4th Berkeley Symp II (1961) 455–465
SAMUELS S.M. A characterization of the Poisson process. J. Appl. Proba 11 (1974) 72–85
SERFLING R.J. Research in point processes, with applications to reliability and biometry. Proc. Conf. Florida. SIAM (1974) 109–127
SERFOZO R.F. Conditional Poisson processes. J. Appl. Proba 9 (1972) 288–302
Semi-stationary processes. ZfW 23 (1972) 125–132
Compositions, inverses and thinnings of random measures
SERFOZO R. et STIDHAM S. Semi-stationary clearing processes
SKOROHDD A. Studies in the theory of random processes. Trad. du russe. Addison-Wesley (1965)
SLIVNYAK Some properties of stationary streams of homogeneous random events. Teor. Veraj. Prim. 7 (1962) 347–352
SNYDER D. Filtering and detection for doubly stochastic Poisson processes. IEEE Trans IT 18 (1972) 97–102
Smoothing for doubly stochastic Poisson processes. IEEE Trans IT 18 (1972) 558–562
Information processing for observed jump processes. Info et Control 22 (1973)
SRINIVASAN S.K. Stochastic point processes and their applications. Griffin’s Stat. Monographs and Courses 34 (1974)
STONE C.J. On a theorem of Dobrusin. Ann Math Stat 39 (1968) 1391–1401
An supper bound for the renewal function. Ann Math Stat 43 (1972) 2050–2052
STÖRMER H. Zur Uberlagerung von Erneuerungs prozessen. ZfW 13 (1969) 9–24
STRAUSS D.J. A model for clustering. Biometrika 62 (1975) 467–475
SYSKI R. Introduction to Congestion theory in telephone systems. Oliver et Boyd, London (1962)
SZASZ D. On the general branching process with continuous time-parameter. Studia Sci. Math Hung 2 (1967) 227–247
Once more on the Poisson process. Studia Sci. Math. Hung 5 (1970) 441–4
On the convergence of sums of point processes with integer marks Conf. on Stochastic point processes, etc. I.B.M. Wiley (1972) 607–615
TAKACS L. Introduction to the theory of queues. Oxford Univ. Press (1962)
Sojourn time problems. Ann. Proba. 2 (1974) 420–431
TENHOOPEN M. and REUVER HA Selective interaction of two independent recurrent processes. J. Appl. Proba 2 (1965) 286–292
Interaction between two independent recurrent time series. Info et Control 10 (1967) 149–158
THEDEEN T. A note on the Poisson tendency in traffic distribution. Annals Math Stat 35 (1964) 1823–4
Convergence and invariance questions for point systems in R1 under random motion. Arkiv för Math 7 (1967) 211–239
TOMKO J. On the rarefaction of multivariate point processes. European Meeting of Statisticians, Budapest (1972) 843–860
TOTOKI H. Time changes of flows. Me Fac. Sci.Kyushu Univ. A 20 (1966) 27–55
TORTRAT A. Sur les mesures aléatoires dans les groupes non abéliens. Ann IHP 5 (1969) 31–47
VAN SCHUPPEN J. et WONG E. Translation of local martingales under a change of law. Ann. Proba. 2 (1974) 879–888
VARAYIA P. The martingale theory of jump processes. IEEE AC 20 (1975) 34–42
VERE-JONES D. Stochastic models for earthquake occurence. JR Stat Soc B 32 (1970) 1–62
A renewal equation for point processes with Markov dependent intervals. Math. Nachr 68 (1975) 133–9
VON WALDENFELS W. Charakteristische funktionale zufalliger Masse ZfW 10 (1968) 279–283
Taylor expansion of a Poisson measure. Sem Strasbourg. Lecture Notes Springer 381 (1974) 344–354
WATANABE S. On discontinuous additive functionals and Levy measures of a Markov process. Japanese J. Math 34 (1964) 53–70
WEISS N.A. Infinite particle systems of recurrent random walks. J. Math Anal. Appl. 41 (1973) 563–574
Limit theorems for infinite particle systems. ZfW
WESTCOTT M. On existence and mixing results for cluster point processes. J.R. Stat. Soc. B 33 (1971) 290–300
The probability generating functional. J. Austr. Math. Soc. 13 (1972) 448–466
Results in the asymptotic and equilibrum theory of Poisson cluster processes. J. Appl. Proba. 10 (1973) 807–823
Some remarks on a property of the Poisson process. Sankhya A 35 (1973) 29–34
Simple proof of a result on thinned point process. Ann. Proba. 4 (1976) 89–90
WHITT W. The continuity of queues. Adv. Appl. Proba. 6 (1974) 175–183
Representation and convergence of point processes on the line. Ann. Proba. 2 (1974)
WISMIEWSKI T.K.M. Bivariate stationary point processes. Adv. Appl. Proba. 4 (1972) 296–317
WONG E. Recent progresses in stochastic processes; a survey. IEEE Trans. IT 19 (1973) 262–275
WOLFF R.W. et WRIGHTSON C.W. An extension of Erlang’s loss formula. J. Appl. Proba. 13 (1976) 628–632
YASHIN Filtering of jump processes. Artomatika i Telemektanica 5 (1970)
YLVISAKER N.D. The expected number of zeros of a stationary Gaussian process. Ann. Math. Stat. 36 (1965) 1043–6
YOR M. Sur les intégrales stochastiques optionnelles et une suite remarquable de formules exponentielles. Sém. Proba. Strasbourg, Lecture Notes Springer (1975)
Représentation des martingales de carré intégrable relative aux processus de Wiener et de Poisson à n paramètres. C.R. Acad. Sci. Paris 281 (1975) 111–113
YOEURP CH. Décomposition de martingales locales et formules exponentielles. Sém. Proba. Strasbourg, Lecture Notes Springer.
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Neveu, J. (1977). Processus ponctuels. In: Hennequin, P.L. (eds) Ecole d’Eté de Probabilités de Saint-Flour VI-1976. Lecture Notes in Mathematics, vol 598. Springer, Berlin, Heidelberg. https://doi.org/10.1007/BFb0097494
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