Sentence examples for random recurrence from inspiring English sources

In one dimension, the random recurrence equation for the calcium concentration is given by C_{n} = A_{n}C_{n-1}+Delta_{n},quad n geq1, (10) where (A_{n}= e^{-T_{n}/tau_{mathrm{ca}}}), and the waiting times (T_{1}=t_{1}), (T_{n} = t_{n}-t_{n-1}), (ngeq2), are i.i.d., making the ({T_{n}}) a renewal process.

The concentration is governed by a random recurrence equation given by C_{n} = A_{n}C_{n-1}+Delta_{n},quad n geq1, (2) where (A_{n}= e^{-T_{n}/tau_{mathrm{ca}}}), and the waiting times (T_{1}=t_{1}), (T_{n} = t_{n}-t_{n-1}), (ngeq2), are independent and identically distributed, i.i.d., making ({T_{n}}) a renewal process.

Those with the lowest p-value for random recurrence were selected and were analysed with TESS.

Here we introduce a class of cortical architectures with strong and random excitatory recurrence that is stabilized by intricate, fine-tuned inhibition, optimized from a control theory perspective.

Furthermore, a posterior of 0.5 means that the chance of tumor recurrence is random, which also leads to a looser confidence interval.

The occurrence of these peaks by chance, that is, resulting from random fluctuations of the recurrence timing, should therefore be considered very unlikely.

In the present study, we implemented the pathway-based supervised principal component analysis (PCA) with random permutations to identify recurrence-associated pathways of HBV-positive HCC.

BCSS: breast cancer-specific survival; DAB: 3,3'-diaminobenzidine; ER: oestrogen receptor; HR: hazard ratio; IHC: immunohistochemistry; OS: overall survival; PR: progesterone receptor; RFC: random forest clustering; RFS: recurrence-free survival; TMA: tissue microarray.

Also this random effect shows that the recurrence of the HCV-RNA every time partly depends on its value at the previous count.

The recurrence and non-random distribution of translocation breakpoints in human tumors are usually attributed to local sequence features present in the vicinity of the breakpoints.

DFS, which is defined as the time from random assignment to the first occurrence of any recurrence (including a local or regional recurrence, distant metastasis), second primary carcinoma or death from any cause.