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1Digital Humanities and students of Latin
Slides for the talk "Introducing Digital Humanities to students of Latin", Freiburg, 29. Sep 2023, (Digitale) Chancen für den Lateinunterricht
10 months ago by @filologanoga
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digitalHumanities
latinLanguage
myown
nastava
teaching
digitalHumanitieslatinLanguagemyownnastavateaching
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1OSF Preprints | Umijeće koncentracije – zašto su grčke i rimske rečenice tako dugačke i komplicirane?
https://osf.io/jz6ev/
2 years ago by @filologanoga
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myown
nastava
teaching
myownnastavateaching
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1June Baranco Net Worth, Age, Height, Weight, Family, Bio/Wiki.
June Baranco Net Worth, Age, Height, Weight, Family, Bio/Wiki.
3 months ago by @tchinfohub01
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myown
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1Nathaneal Spader Net Worth, Age, Height, Weight, Family, Bio/Wiki.
Nathaneal Spader Net Worth, Age, Height, Weight, Family, Bio/Wiki.
3 months ago by @tchinfohub01
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myown
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1Geisha Kyd Net Worth, Age, Height, Weight, Family, Bio/Wiki.
Geisha Kyd Net Worth, Age, Height, Weight, Family, Bio/Wiki.
3 months ago by @tchinfohub01
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myown
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1Chloe Temple Net Worth, Age, Height, Weight, Family, Bio/Wiki.
Chloe Temple Net Worth, Age, Height, Weight, Family, Bio/Wiki.
3 months ago by @tchinfohub01
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myown
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1Vivian Ridge Age, Career, Family, Net Worth, Height Bio 2024.
Vivian Ridge Age, Career, Family, Net Worth, Height Bio 2024.
3 months ago by @tchinfohub01
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myown
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1Connie Snyder Net Worth, Age, Height, Weight, Family, Bio/Wiki.
Connie Snyder Net Worth, Age, Height, Weight, Family, Bio/Wiki.
3 months ago by @tchinfohub01
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myown
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1Ohana Petite Net Worth, Age, Height, Weight, Family, Bio/Wiki.
Ohana Petite Net Worth, Age, Height, Weight, Family, Bio/Wiki.
3 months ago by @tchinfohub01
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myown
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1Gemma Beason Age, Career, Family, Net Worth, Height Bio 2024.
Gemma Beason Age, Career, Family, Net Worth, Height Bio 2024.
3 months ago by @tchinfohub01
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myown
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1Queenie Sateen Net Worth, Age, Height, Weight, Family, Bio/Wiki.
Queenie Sateen is an actress and model from the United States, born in Florida on 4 September 1991. That means she will be turning 33 year.
3 months ago by @tchinfohub01
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1Amanda xo Net Worth, Age, Height, Weight, Family, Bio/Wiki 2024..
Amanda xo Net Worth, Age, Height, Weight, Family, Bio/Wiki 2024..
3 months ago by @tchinfohub01
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1Rare architectural terms (Frascati 2024) - Eklogai
https://croala.ffzg.unizg.hr/eklogai/2024-rare-frascati/
a month ago by @filologanoga
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architectura
neo-latin
myownarchitecturaneo-latin
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1A maximal inequality for skew fields
L. Dubins, and J. Pitman. Z. Wahrsch. Verw. Gebiete, (1980)
17 years ago by @pitman
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maximal_inequality
myown
Dept_Mathematics_Berkeley
skew_field
Dept_Statistics_Berkeley
maximal_inequalitymyownDept_Mathematics_Berkeleyskew_fieldDept_Statistics_Berkeley
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1Path Transformations Connecting Brownian Bridge, Excursion and Meander
J. Bertoin, and J. Pitman. Bull. Sci. Math. (2), (1994)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
Brownian_excursion
identities_in_law
Brownian_meander
Brownian_bridge
fluctuation_theory
Dept_Statistics_Berkeley
path_transformation
myownDept_Mathematics_BerkeleyBrownian_excursionidentities_in_lawBrownian_meanderBrownian_bridgefluctuation_theoryDept_Statistics_Berkeleypath_transformation
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1Discretization error in simulation of one-dimensional reflecting Brownian motion
S. Asmussen, P. Glynn, and J. Pitman. Ann. Applied Prob., (1995)
17 years ago by @pitman
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discretization_error
myown
Dept_Mathematics_Berkeley
reflection
simulation
Brownian_motion
Dept_Statistics_Berkeley
discretization_errormyownDept_Mathematics_BerkeleyreflectionsimulationBrownian_motionDept_Statistics_Berkeley
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5Random discrete distributions invariant under size-biased permutation
J. Pitman. Adv. Appl. Prob., (1996)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
GEM_distribution
size-biased_permutation
size-biased_sampling
random_discrete_distribution
Dept_Statistics_Berkeley
myownDept_Mathematics_BerkeleyGEM_distributionsize-biased_permutationsize-biased_samplingrandom_discrete_distributionDept_Statistics_Berkeley
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2Random discrete distributions derived from self-similar random sets
J. Pitman, and M. Yor. Electron. J. Probab., (1996)
17 years ago by @pitman
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self-similar_set
myown
Dept_Mathematics_Berkeley
structural_distribution
self-similar_process
random_discrete_distribution
Dept_Statistics_Berkeley
fragmentation
self-similar_setmyownDept_Mathematics_Berkeleystructural_distributionself-similar_processrandom_discrete_distributionDept_Statistics_Berkeleyfragmentation
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2A family of random trees with random edge lengths
D. Aldous, and J. Pitman. Random Structures and Algorithms, (1999)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
random_trees_and_forests
Dept_Statistics_Berkeley
myownDept_Mathematics_Berkeleyrandom_trees_and_forestsDept_Statistics_Berkeley
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1Brownian motion, bridge, excursion and meander characterized by sampling at independent uniform times
J. Pitman. Electron. J. Probab., (1999)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
Brownian_excursion
sampling_at_uniform_times
Brownian_meander
Brownian_bridge
Dept_Statistics_Berkeley
myownDept_Mathematics_BerkeleyBrownian_excursionsampling_at_uniform_timesBrownian_meanderBrownian_bridgeDept_Statistics_Berkeley
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2Two coalescents derived from the ranges of stable subordinators
J. Bertoin, and J. Pitman. Electron. J. Probab., (2000)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
regenerative_set
stable_subordinator
coalescent
Dept_Statistics_Berkeley
myownDept_Mathematics_Berkeleyregenerative_setstable_subordinatorcoalescentDept_Statistics_Berkeley
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2A decomposition of Bessel bridges
J. Pitman, and M. Yor. Z. Wahrsch. Verw. Gebiete, (1982)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
Markov_excursion
Bessel_bridge
local_time
Levy_Khintchine_representation
Ray_Knight_theorem
occupation_time
Dept_Statistics_Berkeley
myownDept_Mathematics_BerkeleyMarkov_excursionBessel_bridgelocal_timeLevy_Khintchine_representationRay_Knight_theoremoccupation_timeDept_Statistics_Berkeley
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1An inequality for characteristic functions
C. Heathcote, and J. Pitman. Bull. Aust. Math. Soc., (1972)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
inequalities
characteristic_function
Dept_Statistics_Berkeley
myownDept_Mathematics_Berkeleyinequalitiescharacteristic_functionDept_Statistics_Berkeley
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1On Walsh's Brownian motions
M. Barlow, J. Pitman, and M. Yor. (1989)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
Brownian_spider
Dept_Statistics_Berkeley
myownDept_Mathematics_BerkeleyBrownian_spiderDept_Statistics_Berkeley
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1The shortest planar arc of width one
A. Adhikari, and J. Pitman. Amer. Math. Monthly, (1989)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
worm_problem
planar_arc
Dept_Statistics_Berkeley
myownDept_Mathematics_Berkeleyworm_problemplanar_arcDept_Statistics_Berkeley
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1Wiener soccer
S. Kozlov, J. Pitman, and M. Yor. Theory Prob. Appl., (1992)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
elliptic_integral
Brownian_motion
Dept_Statistics_Berkeley
myownDept_Mathematics_Berkeleyelliptic_integralBrownian_motionDept_Statistics_Berkeley
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1Does every Borel function have a somewhere continuous modification?
S. Evans, and J. Pitman. Real Analysis Exchange, (1993)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
measurable_function
Dept_Statistics_Berkeley
myownDept_Mathematics_Berkeleymeasurable_functionDept_Statistics_Berkeley
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3A note on random times
J. Pitman, and T. Speed. Stoch. Proc. Appl., (1973)
17 years ago by @pitman
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conditional_independence
myown
Dept_Mathematics_Berkeley
stopping_time
random_time
Dept_Statistics_Berkeley
conditional_independencemyownDept_Mathematics_Berkeleystopping_timerandom_timeDept_Statistics_Berkeley
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1Spatial information modelling and analysis in a distributed environment.
M. Purvis, Q. Zhou, S. Cranefield, R. Ward, R. Raykov, and D. Jessberger. Environmental Modelling and Software, 16 (5): 439-445 (2001)
17 years ago by @scranefield
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myown
check
myowncheck
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3Networked Knowledge Representation and Exchange using UML and RDF
S. Cranefield. Journal of Digital Information, (2001)
17 years ago by @scranefield
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myown
check
myowncheck
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2Institutions in the OPAL multi-agent system.
M. Nowostawski, M. Purvis, M. Oliveira, and S. Cranefield. Journal of Intelligent and Fuzzy Systems, 17 (3): 191-207 (2006)
17 years ago by @scranefield
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myown
check
myowncheck
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1Algebraic evaluations of some Euler integrals, duplication formulae for Appell's hypergeometric function $F_1$, and Brownian variations
M. Ismail, and J. Pitman. Canad. J. Math., (2000)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
Appell_hypergeometric_function
Euler_integral
Brownian_variation
Dept_Statistics_Berkeley
myownDept_Mathematics_BerkeleyAppell_hypergeometric_functionEuler_integralBrownian_variationDept_Statistics_Berkeley
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2Infinitely divisible laws associated with hyperbolic functions
J. Pitman, and M. Yor. Canadian Journal of Mathematics, (2003)
17 years ago by @pitman
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myown
Dept_Mathematics_Berkeley
hyperbolic_function
infinitely_divisible_law
Levy_process
Dept_Statistics_Berkeley
myownDept_Mathematics_Berkeleyhyperbolic_functioninfinitely_divisible_lawLevy_processDept_Statistics_Berkeley
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BibSonomy

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1Digital Humanities and students of Latin

1OSF Preprints | Umijeće koncentracije – zašto su grčke i rimske rečenice tako dugačke i komplicirane?

1June Baranco Net Worth, Age, Height, Weight, Family, Bio/Wiki.

1Nathaneal Spader Net Worth, Age, Height, Weight, Family, Bio/Wiki.

1Geisha Kyd Net Worth, Age, Height, Weight, Family, Bio/Wiki.

1Chloe Temple Net Worth, Age, Height, Weight, Family, Bio/Wiki.

1Vivian Ridge Age, Career, Family, Net Worth, Height Bio 2024.

1Connie Snyder Net Worth, Age, Height, Weight, Family, Bio/Wiki.

1Ohana Petite Net Worth, Age, Height, Weight, Family, Bio/Wiki.

1Gemma Beason Age, Career, Family, Net Worth, Height Bio 2024.

1Queenie Sateen Net Worth, Age, Height, Weight, Family, Bio/Wiki.

1Amanda xo Net Worth, Age, Height, Weight, Family, Bio/Wiki 2024..

1Rare architectural terms (Frascati 2024) - Eklogai

publications (hide)33379
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1A maximal inequality for skew fields

1Path Transformations Connecting Brownian Bridge, Excursion and Meander

1Discretization error in simulation of one-dimensional reflecting Brownian motion

5Random discrete distributions invariant under size-biased permutation

2Random discrete distributions derived from self-similar random sets

2A family of random trees with random edge lengths

1Brownian motion, bridge, excursion and meander characterized by sampling at independent uniform times

2Two coalescents derived from the ranges of stable subordinators

2A decomposition of Bessel bridges

1An inequality for characteristic functions

1On Walsh's Brownian motions

1The shortest planar arc of width one

1Wiener soccer

1Does every Borel function have a somewhere continuous modification?

3A note on random times

1Spatial information modelling and analysis in a distributed environment.

3Networked Knowledge Representation and Exchange using UML and RDF

2Institutions in the OPAL multi-agent system.

1Algebraic evaluations of some Euler integrals, duplication formulae for Appell's hypergeometric function $F_1$, and Brownian variations

2Infinitely divisible laws associated with hyperbolic functions

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