Petar Jovanovski (@pjovanovski1) 's Twitter Profile
Petar Jovanovski

@pjovanovski1

PhD student in Mathematical Statistics @StatsChalmersGU | Stochastic Differential Equations, Sequential Monte Carlo, ABC.

ID: 1046344312034906112

calendar_today30-09-2018 10:21:38

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Kaizen (@thekaizenbot) 's Twitter Profile Photo

"Simple —> Complicated —> Simple At first things appear simple. As you learn more they become complicated. As you learn even more, they become simple. Simplicity on the other side of complexity is understanding." - @ShaneAParrish

David T. Frazier (@dtfraz) 's Twitter Profile Photo

For those interested in Bayesian Computation, my friends Gael Martin and Christian Robert and I have just revised our history of Bayesian Computation paper: arxiv.org/abs/2004.06425. The paper should be very helpful for those who are interested in Bayes but unsure where to start!

Umberto Picchini (@upicchini) 's Twitter Profile Photo

if you are at #ISBA2022, check the poster by Petar Jovanovski: he proposes a very efficient sequential ABC algorithm for SDEs, using carefully constructed "lookahead" trajectories+backward smoothing, and sequentially learned summary statistics.

if you are at #ISBA2022, check the poster by <a href="/pjovanovski1/">Petar Jovanovski</a>: he proposes a very efficient sequential ABC algorithm for SDEs, using carefully constructed "lookahead" trajectories+backward smoothing, and sequentially learned summary statistics.
Tamás Görbe (@tamasgorbe) 's Twitter Profile Photo

Everyone knows that all circles are similar. But did you know that all parabolas are similar? The ratio of the red arc and the blue focal segment is √2 + log(1+√2) = 2.29558... for every parabola. This is the universal parabolic constant, the “π of parabolas”.

Everyone knows that all circles are similar. But did you know that all parabolas are similar?

The ratio of the red arc and the blue focal segment is
√2 + log(1+√2) = 2.29558...
for every parabola.

This is the universal parabolic constant, the “π of parabolas”.
Tamás Görbe (@tamasgorbe) 's Twitter Profile Photo

∫ Today is INTEGRAL DAY ∫ It was on this day 347 years ago [29 Oct 1675] that Leibniz has written down the first ever integral sign ∫ Celebrate this day by sharing your favourite integral or integral related fact / content.

∫ Today is INTEGRAL DAY ∫

It was on this day 347 years ago [29 Oct 1675] that Leibniz has written down the first ever integral sign ∫

Celebrate this day by sharing your favourite integral or integral related fact / content.