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Potential Analysis, ISSN 0926-2601, 11/2018, Volume 49, Issue 4, pp. 555 - 581
We introduce and study Brownian bridges to submanifolds. Our method involves proving a general formula for the integral over a submanifold of the minimal heat kernel on a complete Riemannian manifold... 
Geometry | 53B21 | Submanifold | 58J65 | Potential Theory | Functional Analysis | Heat kernel | Probability Theory and Stochastic Processes | Mathematics | Local time | Brownian bridge | 60J55 | COMPARISON THEOREM | DISTANCE | DIFFUSION-PROCESSES | EQUATIONS | MEAN-CURVATURE FLOW | DIRICHLET SPACES | TIME ASYMPTOTICS | COMPACT RIEMANNIAN MANIFOLD | MATHEMATICS | FUNDAMENTAL SOLUTION | Employee motivation | Analysis
Journal Article
Marine ecology. Progress series (Halstenbek), ISSN 1616-1599, 2013, Volume 492, pp. 199 - 210
By moving between habitats, mobile link organisms serve as vectors of material and energy transport between ecosystems. Additionally, if these mobile species... 
Spatial patterns | Sarpa salpa | Brownian bridge movement models | Temporal patterns | Seascape | BBMM | POSIDONIA-OCEANICA | MOVEMENTS | DIEL ACTIVITY | SPARIDAE | SEAGRASS | SARPA-SALPA | HOME-RANGE | MARINE & FRESHWATER BIOLOGY | OCEANOGRAPHY | ACTIVITY PATTERNS | WAVELET TRANSFORM | ECOLOGY | HABITAT UTILIZATION
Journal Article
Electronic Communications in Probability, ISSN 1083-589X, 2016, Volume 21
A conditioned hypoelliptic process on a compact manifold, satisfying the strong Hormander's condition, is a hypoelliptic bridge... 
Hypoelliptic kernel | Adjoint process | Sum of squares of vector fields | BROWNIAN-MOTION | adjoint process | EQUATIONS | STATISTICS & PROBABILITY | VECTOR-FIELDS | SUM | QUASI-INVARIANCE | SEMIGROUPS | sum of squares of vector fields | UPPER-BOUNDS | hypoelliptic kernel | OPERATOR | HEAT KERNEL | SQUARES
Journal Article
Stochastic processes and their applications, ISSN 0304-4149, 2014, Volume 124, Issue 9, pp. 3084 - 3105
Journal Article
Statistics and Probability Letters, ISSN 0167-7152, 10/2014, Volume 93, pp. 78 - 86
The bias of the maximum likelihood estimator of the parameter α in the α-Brownian bridge is derived... 
[formula omitted]-Brownian bridge | Scaled Brownian bridge | Bias-correction | Estimation | α-Brownian bridge | STATISTICS & PROBABILITY | alpha-Brownian bridge | EMU | FUNCTIONALS | MOMENTS
Journal Article
The Journal of animal ecology, ISSN 0021-8790, 2014, Volume 83, Issue 5, pp. 1234 - 1243
Journal Article
Advances in applied probability, ISSN 0001-8678, 12/2015, Volume 47, Issue 4, pp. 1212 - 1234
We study optimal double stopping problems driven by a Brownian bridge. The objective is to maximize the expected spread between the payoffs achieved at the two stopping times... 
General Applied Probability | Optimal double stopping | Buying-selling strategy | Brownian bridge | STATISTICS & PROBABILITY | buying-selling strategy | optimal double stopping
Journal Article
Journal of Applied Physics, ISSN 0021-8979, 05/2014, Volume 115, Issue 18, p. 184505
Novel designs of planar Hall effect bridge sensors optimized for magnetic bead detection are presented and characterized... 
ROTATION | PHYSICS, APPLIED | BROWNIAN RELAXATION | SENSITIVE DETECTION | BIOSENSORS | DNA | Technology application | Usage | Hall effect | Magnetic fields | Mathematical optimization | Innovations | Magnetism | Electromagnetism | Sensors | Beads
Journal Article
Stochastic Processes and their Applications, ISSN 0304-4149, 02/2020, Volume 130, Issue 2, pp. 806 - 823
The problem of stopping a Brownian bridge with an unknown pinning point to maximise the expected value at the stopping time is studied... 
Sequential analysis | Stochastic filtering | Optimal stopping | Incomplete information | Brownian bridge | STATISTICS & PROBABILITY
Journal Article
Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics), ISSN 0302-9743, 2014, Volume 8444, Issue 2, pp. 210 - 221
Journal Article
Advances in applied probability, ISSN 0001-8678, 12/2015, Volume 47, Issue 4, pp. 1212 - 1234
We study optimal double stopping problems driven by a Brownian bridge. The objective is to maximize the expected spread between the payoffs achieved at the two stopping times... 
General Applied Probability | buying-selling strategy | 60H30 | optimal double stopping | 60G40 | Brownian bridge
Journal Article