Thas, Olivier Van Vooren, Lieven Ottoy, Jean-Pierre

In this paper four nonparametric tests for monotonic trend detection are compared with respect to their power and accuracy. The importance of comparing powers at equal empirical significance levels rather than nominal levels is stressed. Therefore, an appropriate graphical method is presented. The effect of the sampling frequency is also assessed u...

Pavlov, A.N. Sosnovtseva, Olga V. Mosekilde, Erik Anishchenko, V.S.

Considering two different mathematical models describing chaotic spiking phenomena, namely, an integrate-and-fire and a threshold-crossing model, we discuss the problem of extracting dynamics from interspike intervals (ISIs) and show that the possibilities of computing the largest Lyapunov exponent (LE) from paint processes differ between the two m...

Pavlov, A.N. Sosnovtseva, Olga V. Mosekilde, Erik Anishchenko, V.S.

Considering two different mathematical models describing chaotic spiking phenomena, namely, an integrate-and-fire and a threshold-crossing model, we discuss the problem of extracting dynamics from interspike intervals (ISIs) and show that the possibilities of computing the largest Lyapunov exponent (LE) from paint processes differ between the two m...

Pavlov, A.N. Sosnovtseva, Olga V. Mosekilde, Erik Anishchenko, V.S.

Considering two different mathematical models describing chaotic spiking phenomena, namely, an integrate-and-fire and a threshold-crossing model, we discuss the problem of extracting dynamics from interspike intervals (ISIs) and show that the possibilities of computing the largest Lyapunov exponent (LE) from paint processes differ between the two m...

Pavlov, A.N. Sosnovtseva, Olga V. Mosekilde, Erik Anishchenko, V.S.

Considering two different mathematical models describing chaotic spiking phenomena, namely, an integrate-and-fire and a threshold-crossing model, we discuss the problem of extracting dynamics from interspike intervals (ISIs) and show that the possibilities of computing the largest Lyapunov exponent (LE) from paint processes differ between the two m...

Pavlov, A.N. Sosnovtseva, Olga V. Mosekilde, Erik Anishchenko, V.S.

Considering two different mathematical models describing chaotic spiking phenomena, namely, an integrate-and-fire and a threshold-crossing model, we discuss the problem of extracting dynamics from interspike intervals (ISIs) and show that the possibilities of computing the largest Lyapunov exponent (LE) from paint processes differ between the two m...

Pavlov, A.N. Sosnovtseva, Olga V. Mosekilde, Erik Anishchenko, V.S.

Considering two different mathematical models describing chaotic spiking phenomena, namely, an integrate-and-fire and a threshold-crossing model, we discuss the problem of extracting dynamics from interspike intervals (ISIs) and show that the possibilities of computing the largest Lyapunov exponent (LE) from paint processes differ between the two m...

Pavlov, A.N. Sosnovtseva, Olga V. Mosekilde, Erik Anishchenko, V.S.

Considering two different mathematical models describing chaotic spiking phenomena, namely, an integrate-and-fire and a threshold-crossing model, we discuss the problem of extracting dynamics from interspike intervals (ISIs) and show that the possibilities of computing the largest Lyapunov exponent (LE) from paint processes differ between the two m...

Pavlov, A.N. Sosnovtseva, Olga V. Mosekilde, Erik Anishchenko, V.S.

Considering two different mathematical models describing chaotic spiking phenomena, namely, an integrate-and-fire and a threshold-crossing model, we discuss the problem of extracting dynamics from interspike intervals (ISIs) and show that the possibilities of computing the largest Lyapunov exponent (LE) from paint processes differ between the two m...

Pavlov, A.N. Sosnovtseva, Olga V. Mosekilde, Erik Anishchenko, V.S.

Considering two different mathematical models describing chaotic spiking phenomena, namely, an integrate-and-fire and a threshold-crossing model, we discuss the problem of extracting dynamics from interspike intervals (ISIs) and show that the possibilities of computing the largest Lyapunov exponent (LE) from paint processes differ between the two m...