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Dr Chi Mak promoted

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Date: 

Tuesday, 4th December 2018


We are proud to announce that Dr Chi Mak has been promoted in the most recent round of UNSW promotions. 

Dr Mak has been promoted to Lecturer Level B. 

Some of Chi’s many contributions include leading School initiatives in First Year Mathematics as Director of First Year Computing, and Deputy Director of First Year Mathematics; outstanding teaching with student feedback on his teaching among leading levels in the School; and introducing innovative digital resources to enhance the learning experience. 

A very big congratulations to Chi!

 


Daniel Mansfield wins AustMS Award for Teaching Excellence

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Date: 

Thursday, 6th December 2018


Daniel Mansfield AustMS Award

We are thrilled to report that Daniel Mansfield has won an Australian Mathematical Society (AustMS) Award for Teaching Excellence.

Dr Mansfield, who was selected in the Early Career category, was presented with the award at the AustMS 2018 Conference in Adelaide on Tuesday. 

This marks the third time in recent years that Dr Mansfield has been officially recognised for outstanding teaching. Last year, he received the inaugural KPMG Inspiring Teacher Award in a First Year Undergraduate Program. This award is based on student feedback. In 2014, he was conferred a Vice-Chancellor’s Award for Teaching Excellence for Contributions to Student Learning.

AustMS cited the following as contributing to Dr Mansfield's selection for this most recent award: 

For an outstanding impact upon student engagement and learning. For inspiring his students with his enthusiasm, and in particular for incorporating his ancient Mesopotamian research into his lessons that add a unique cultural perspective which makes even the oldest mathematics seem new again.

In addition, for his relentless efforts in online teaching that have resulted in innovative, bespoke and customised applications that reach the entire cohort of first year mathematics students at UNSW. This has led to a demonstrated improvement in both student satisfaction and outcomes that has been recognised by UNSW and the wider community.

Dr Mansfield, whose groundbreaking research with Norman Wildberger in understanding Plimpton 322 made worldwide headlines last year, has been dubbed the “Indiana Jones” of mathematics - due to his efforts in combining the latest technologies in teaching with his research in ancient Babylonian maths.

A very big congratulations to Daniel for his latest achievement!

Group picture, L-R: Kate Smith-Miles (AustMS President); Jan de Gier (Gavin Brown Prize); Geordie Williamson (AustMS Medal); Daniel Mansfield (Teaching Excellence Award, Early Career); Leesa Sidhu (Teaching Excellence Award), Nicholas Beaton (Gavin Brown Prize).

 

The Hilbert transform and orthogonal martingales in Banach spaces

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Speaker: 

Ivan Yaroslavtsev

Affiliation: 

Delft University of Technology

Date: 

Wed, 12/12/2018 - 12:00pm

Venue: 

RC-4082, The Red Centre, UNSW

Abstract: 

Due to a classical argument of Doob it is well-known that the periodic Hilbert transform has a representation in terms of stochastic integrals with respect to a 2-dimensional Brownian motion. These stochastic integrals happen to be orthogonal martingales, so any estimates for orthogonal martingales lead to the same estimates for the periodic Hilbert transform. The goal of this talk is to show the converse dependence. Namely, we show that for any Banach space $X$ and any convex continuous functions $\Phi, \Psi:X \to \mathbb R_+$ one has that for any orthogonal martingales $M$ and $N$ such that $N$ is weakly differentially subordinate to $M$
\[
\mathbb E \Psi(N_t) \leq C_{\Phi, \Psi} \mathbb E \Phi(M_t),\;\;\; t\geq 0,
\]
where the sharp constant C_{\Phi, \Psi} coincides with the $\Phi, \Psi$-norm of the periodic Hilbert transform.

This estimate has a lot of applications. In particular, it will allow us to show that the $L^p$-norms of the periodic Hilbert transform and the discrete Hilbert transform coincide for all $1<p<\infty$ and for any Banach space $X$.  This extends the result of Bañuelos and Kwaśnicki, who showed in 2017 that the $L^p$-norms of the periodic Hilbert transform and the discrete Hilbert transform are equal in the real-valued setting, which had been an open problem for past 90 years.

The talk is based on joint work with Adam Osękowski (University of Warsaw).

School Seminar Series: 

UNSW student tops the country in Simon Marais Maths Comp

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Date: 

Tuesday, 11th December 2018


UNSW student Ruichen Jiang has placed first in Australia in the 2018 Simon Marais Mathematics Competition.

Ruichen also took out the second spot overall in this year's competition, which attracted 891 participants from universities in Australia, Hong Kong, India, Indonesia, Malaysia, New Zealand, Philippines, Singapore, South Korea and Thailand.

Other high performing students from UNSW included Edwin Suyitno, Cheuk Hei Chesta Wu, Robert Yi Zhong Tan, Zhengyao Zhu, Aaron Hassan & Andy Bao (performing in a pair), and Alexander Mark Patterson & Anthony Hannigan (performing in a pair).

Of participating universities, UNSW ranked fifth overall this year, and second in Australia. 

The Simon Marais Mathematics Competition is an annual competition that aims to encourage creative mathematical problem-solving among undergraduate students, identify talented students across the Asia-Pacific region, forge links between academics in the region, and promote healthy competition among students as well as between universities.

Dr Simon Marais was a South African-born physicist who became a prominent contrarian asset manager in South Africa and later Australia. He maintained a life-long passionate interest in mathematics and mathematical problem solving after completing a Ph.D. in Theoretical Physics at Cambridge University in 1991.

A very big congratulations to our students! 

Alina Ostafe discusses her maths journey in a podcast

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Date: 

Wednesday, 12th December 2018


Dr Alina Ostafe has featured in a recent ACEMS podcast, discussing her mathematical journey with ACEMS Associate Investigator and UNSW Statistician Yanan Fan. 

Dr Fan also spoke with two other female scientists from UNSW for the podcast: Dean of Science Professor Emma Johnston and UNSW Senior Lecturer in Astrophysics Dr Sarah Martell. She asked them about their science, why maths is so important, and the importance of getting more women into STEM.

Listen to the podcast here

 

 

Cancelled: Mean values of divisors of forms $n^2+Nm^2$

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Speaker: 

Peng Gao

Affiliation: 

Beihang University

Date: 

Fri, 18/01/2019 - 12:00pm to 1:00pm

Venue: 

RC-M032, The Red Centre, UNSW

Abstract: 

This seminar has been cancelled.

The study on the mean values of the divisor function $d(n)$ has a long history. Using his hyperbola method, Dirichlet established a well-known asymptotic formula for the mean values of $d(n)$. P. Erdős established the correct size of the mean values of $d(f(n))$ for any irreducible $f(x) \in \mathbb{Z}[x]$. C. Hooley obtained asymptotic formulas for the mean values of $d(n^2+c)$ when $-c$ is not a perfect square. The mean values of divisor functions on binary quadratic forms were first studied by N. Gafurov and later by G. Yu, who proved asymptotic formulas for the mean values of $d(n^2+m^2)$. In this talk, we show how to extend the work of Gafurov and Yu to establish asymptotic formulas for the mean values of $d(n^2+Nm^2)$ for several $N$. This is a joint work with L. Zhao.

School Seminar Series: 

Fourier optimization, prime gaps, and zeta zeros

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Speaker: 

Micah Milinovich

Affiliation: 

University of Mississippi

Date: 

Tue, 15/01/2019 - 12:00pm to 1:00pm

Venue: 

RC-M032, Red Centre, UNSW

Abstract: 

There are many situations where one imposes certain conditions on a function and its Fourier transform and then wants to optimize a certain quantity. I will describe how these types of Fourier optimization problems can arise in the context of the explicit formula, which relates the primes to the zeros of the Riemann zeta-function. These ideas lead to the strongest known estimates in the classical problem of bounding the maximum gap between consecutive primes assuming the Riemann hypothesis. Our answer depends on the size of the constant in the Brun-Titchmarsh inequality. Using the explicit formula in the other direction, we can also use Fourier optimization to prove the strongest known conditional estimates for the number of zeta zeros in an interval on the critical line. This is based on joint works with E. Carneiro, V. Chandee, and K. Soundararajan.

School Seminar Series: 

O Week Maths, Statistics + Data Science Welcome T1 2019

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Date: 

Wednesday, 13 February 2019 - 2:00pm to 3:00pm

Venue: 

To be confirmed


If you are a new Advanced Maths or Data Science and Decisions student, or you are considering a major in Maths or Statistics, do not miss this event!

Receive a formal welcome to the School of Maths and Statistics, an introduction to first year teaching staff, chat to reps from relevant student societies (SAMS & DataSoc), and get an opportunity to meet fellow students. Plus there is FREE FOOD!

For all info and to register, please visit: 
https://www.eventbrite.com.au/e/unsw-science-maths-statistics-and-data-science-welcome-t1-2019-tickets-53526304618

 


Automated Scalable Bayesian Inference via Data Summarization

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Speaker: 

Tamara Broderick

Affiliation: 

Massachusetts Institute of Technology (MIT)

Date: 

Fri, 18/01/2019 - 3:00pm

Venue: 

Chemical Sciences M11 (building F10), UNSW

Abstract: 

Bayesian methods are attractive for analyzing large-scale data due to in part to their coherent uncertainty quantification, ability to model complex phenomena, and ease of incorporating expert information. Many standard Bayesian inference algorithms are often computationally expensive, however, so their direct application to large datasets can be difficult or infeasible. Other standard algorithms sacrifice accuracy in the pursuit of scalability. We take a new approach. Namely, we leverage the insight that data often exhibit approximate redundancies to instead obtain a weighted subset of the data (called a "coreset") that is much smaller than the original dataset. We can then use this small coreset as input to existing Bayesian inference algorithms without modification. We provide theoretical guarantees on the size and approximation quality of the coreset. In particular, we show that our method provides geometric decay in posterior approximation error as a function of coreset size. We validate on both synthetic and real datasets, demonstrating that our method reduces posterior approximation error by orders of magnitude relative to uniform random subsampling.

School Seminar Series: 

Mathematics Outreach to Regional Schools

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Speaker: 

Yudhistira Andersen Bunjamin

Affiliation: 

School of Mathematics and Statistics, UNSW Sydney

Date: 

Fri, 25/01/2019 - 1:00pm

Venue: 

RC-4082, The Red Centre, UNSW

Abstract: 

 
In November 2018, the School of Mathematics and Statistics participated in one of the Science Faculty's regional outreach visits for the first time. I had the opportunity to represent the School of Mathematics and Statistics on this trip during which I ran workshops at a Primary school and a High School in the Dubbo region.
 
In this seminar, I will talk about the activities I ran in schools and the insights about Mathematics outreach I gained from my time in these schools. I will discuss the challenges that we might face in designing and running these kinds of workshops in the future in comparison to those faced by people from other areas of Science. I will also report on the feedback given by the students in the workshops. Finally, I will reflect on some of the things I have learnt from this trip, including some interesting observations I made relating to equity and diversity and on how the mathematics community can work together to tackle the problem of declining interested in Mathematics amongst Australian youth.   
 
About the speaker:
Yudhi completed his Honours in Statistics at UNSW in 2017. Since then, he has maintained his engagement with the School of Mathematics and Statistics at UNSW as a Casual Academic, including in community outreach on campus and off campus. In late 2018 he joined with others from the Science Faculty to go on a road trip taking maths and science workshops and experiences to Dubbo in the NSW central west.

 

Everyone is welcome to this seminar, particularly students.

School Seminar Series: 

Water Mass Transformation for Ocean Physics and Biogeochemistry

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Date: 

Monday, 4 February 2019 - 9:00am to Wednesday, 6 February 2019 - 5:00pm

Venue: 

UNSW Sydney


This workshop is being hosted jointly by UNSW's School of Mathematics and Statistics and the ARC Centre of Excellence for Climate Extremes at UNSW's Climate Change Research Centre.

All details about the workshop can be found via its website

The main goal for this workshop is to obtain a clear sense of the role of the Water Mass Transformation (WMT) framework for future numerical, theoretical and observational studies of ocean physics and biogeochemistry. The results are intended to define the big questions in ocean physics and biogeochemistry that we want to answer in the near future, and provide a path forward to do so. We will have an amazing group of experts on a wide range of topics, and we hope that everyone’s engagement will result in a lively and productive workshop. The workshop mainly consists of presentations in the morning and a discussion session each afternoon.

The results of the workshop will be archived in written form at first. Post-workshop, we will actively pursue action points decided upon during the workshop. Two leaders for each day of the workshop will make sure this happens. Following up may take any form: writing papers, writing proposals, developing code, organising a follow-up conference, designing lecture materials, or whatever seems most appropriate.

To facilitate collaborative work during the meeting and after, there will be time to establish connections between the participants; breaks, social events, and creative discussion sessions are essential in that respect. 

 

Donna Salopek wins UNSW Science Staff Excellence Award

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Date: 

Monday, 10th December 2018


We are proud to announce that Dr Donna Salopek has received a 2018 UNSW Science Staff Excellence Award.

Dr Salopek was awarded for Equity, Diversity and Inclusion in the Social Engagement and Leadership category. 

The Equity, Diversity and Inclusion Award recognises a remarkable staff role model, ally and champion who promotes and brings to life values and principles of equity, diversity and inclusion in UNSW Science and the wider community.

Demonstrated activities may include recruitment and retention efforts, teaching, student support, research, community outreach activities, or other initiatives that promote a safe, diverse and inclusive culture at UNSW. 

Only one Equity, Diversity and Inclusion Award was conferred in this round. 

Dr Salopek was awarded for her admirable efforts coordinating the MA:THS Mathematical Ambassadors program at Matraville Sports High School, which benefits students in need. The program provides tutoring for Matraville students by UNSW maths undergraduate student volunteers.

The partnership has been very successful, with feedback from Matraville Sports High's students and teachers overwhelmingly positive. 

A very warm congratulations to Dr Salopek for this well-deserved achievement. 

  

 

Union averaged operators with applications to proximal algorithms

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Speaker: 

Minh N. Dao

Affiliation: 

CARMA, University of Newcastle

Date: 

Thu, 31/01/2019 - 2:05pm

Venue: 

M-032, The Red Centre, UNSW

Abstract: 

 

In this paper, we introduce and study a class of structured set-valued operators, which we call union averaged nonexpansive. At each point in their domain, the value of such an operator can be expressed as a finite union of single-valued averaged nonexpansive operators. We investigate various structural properties of the class and show, in particular, that is closed under taking unions, convex combinations, and compositions, and that their fixed point iterations are locally convergent around strong fixed points. We then systematically apply our results to analyze proximal algorithms in situations, where union averaged nonexpansive operators naturally arise. In particular, we consider the problem of minimizing the sum two functions, where the first is convex and the second can be expressed as the minimum of finitely many convex functions.

 

Biography: Minh N. Dao received the Ph.D. degree in applied mathematics from the University of Toulouse, France in 2014. He was a Lecturer at Hanoi National University of Education, Vietnam from 2004 to 2010, a Lecturer and Research Assistant at National Institute of Applied Sciences (INSA) in Toulouse, France from 2013 to 2014, and a Postdoctoral Fellow at the University of British Columbia, Canada from 2014 to 2016. He is currently a Research Associate in the Priority Research Centre for Computer-Assisted Research Mathematics and its Applications (CARMA) at The University of Newcastle, Australia. His research interests include nonlinear optimization, nonsmooth analysis, iterative methods, monotone operator theory, control theory, and operations research. In 2017, he received the Annual Best Paper Award from the Journal of Global Optimization.

School Seminar Series: 

Three of our students receive University Medal

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Date: 

Thursday, 31st January 2019


Medal

We are proud to report that three of our students have been awarded University Medals.

Kenny Ghin Sie Lau, Gavin Robertson and Marley Young were all awarded the University Medal in the 2018 round.

The University Medal is the most distinguished academic award to be bestowed on an undergraduate. It is recognition by the University of outstanding academic achievement at the undergraduate level. 

A very big congratulations to our students! 

 

Non-negative Polynomials

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Speaker: 

Abhishek Bhardwaj

Affiliation: 

Australian National University

Date: 

Thu, 21/02/2019 - 11:05am

Venue: 

RC-3085, The Red Centre, UNSW

Abstract: 

Non-negative polynomials are fundamental objects of study in real algebraic geometry. Testing the non-negativity of polynomials is known to be NP hard. Because of this, one generally looks to satisfy easier certificates of non-negativity. A basic example of this is the gradient being zero, and the Hessian being positive definite. 

In recent years more attention has been given to the Sum of Squares (SOS) certificates, and their corresponding algorithms related to semi-definite programming (SDP). 

This talk will focus on presenting these certificates and their related SDP forms. We will consider the practicality of some popular algorithms for testing non-negativity of polynomials. Lastly, we'll present a specific application of all these topics related to Quantum Information Theory, and some recent related work."

                                

Speaker Biography: Abhishek Bhardwaj. PhD Student at the Mathematical Sciences Institute, ANU. 

 

 

 

School Seminar Series: 


How to reconstruct a metric by its unparameterized geodesics

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Speaker: 

Vladimir Matveev

Affiliation: 

Friedrich Schiller University Jena

Date: 

Tue, 19/02/2019 - 12:00pm to 1:00pm

Venue: 

RC-4082, The Red Centre, UNSW

Abstract: 

We  discuss whether it is possible to reconstruct an affine  connection, a (pseudo)-Riemannian  metric or a Finsler metricby its unparameterized geodesics, and how to do it effectively. We explain why this problem is interesting for general relativity.  We show how to understand whether all curves from a sufficiently big family are unparameterized geodesics of a certain affine connection, and how to reconstruct algorithmically a generic 4-dimensional metric by its unparameterized  geodesics.  I will also explain how this theory helped to solve two problems explicitly formulated by Sophus Lie in 1882. This  portion of results  is joint with R.  Bryant,  A. Bolsinov,  V.  Kiosak, G. Manno, G. Pucacco.
 
At the end of my talk,  if the time allows (which is usually not the case), I will explain that the so-called chains in the CR-geometry are geodesics of a so-called Kropina  Finsler metric.  I will show that sufficiently many geodesics determine the Kropina Finsler metric, which re-proves and generalizes the famous result of Jih-Hsin Cheng, 1988,  that chains dermine the CR structure.  This  correspondence  between chains and Kropina geodesics  allows us to use the methods of metric geometry  to study chains,  we employ it  to re-prove the result of H. Jacobowitz, 1985, that locally any two points of a strictly pseudoconvex CR manifolds can be joined by a chain, and generalize it to a global setting.   This portion of results is joint with J.-H. Cheng, T. Marugame,  R. Montgomery.

We host AMSI Summer School 2019

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Date: 

Tuesday, 5th February 2019


The School of Mathematics and Statistics was proud to host the 2019 AMSI Summer School from 7 January - 1 February.  

The four-week program attracted 171 participants from universities across Australia and incorporated eight intensive honours-level subjects.

The schedule included a Choose Maths evening, which featured dinner and a presentation by Julia Collins (Choose Maths - Women in Maths Network Coordinator), attended by female students and staff members. We also held a Careers Event in Leighton Hall which showcased stall holders from industry, and a series of panel discussions including one titled "This is what a scientist looks like" which was chaired by Prof Catherine Greenhill. 

A public lecture by esteemed Princeton oceanographer Dr Stephen Griffies was held in the Science Theatre during the last week of Summer School and drew around 170 attendees. 

Several of the Summer School courses were taught by School members -
Zdravko Botev (Mathematical Methods for Machine Learning);
Shane Keating (Mathematics of Planet Earth, co-lectured with Lisa Alexander of UNSW's CCRC); and 
Galina Levitina and Fedor Sukochev (An introduction on non-commutative functional analysis: Quantised Calculus).

We were joined by Michael Coons, University of Newcastle (Analytic Number Theory); 
Our former Postdoc Andy Hammerlindl, Monash University (Dynamical Systems: Models of Chaotic Dynamics); 
Regina Burachik, University of South Australia (Optimisation); 
Peter Kim, University of Sydney and Justin Tzou, Macquarie University (PDE Methods and Models in Mathematical Biology); and 
Giang Nguyen, University of Adelaide (Stochastic Modelling).

The program also featured a vibrant social events calendar, with bi-weekly picnics and BBQs, weekly movie nights, networking events, and weekend excursions. The weekend excursions, which were well attended by students, included a Coogee to Bondi coastal walk and a trip to Sydney's Royal National Park. 

AMSI Summer School 2019 was capped off with a closing dinner cruise on Sydney Harbour, where guests heard speeches from Guoyin Li, Shane Keating, Bruce Henry, Chloe Pearse (AMSI), and Summer School students Chelsea Just and Shih Ching, who shared their experiences from the past four weeks. Guests were also treated to a viewing of the AMSI Summer School promotional video, which was directed and created by Vito Scandurra. 

Thank you to all who contributed to the success of the 2019 AMSI Summer School! 

A massive thank you to the AMSI Summer School 2019 Organising Team: Guoyin Li, Shane Keating, Suzie Scandurra, Beatta Zarrabi, Susannah Waters, Diana Combe, Vito Scandurra, Altaf Syed, Anna Muscara and Chloe Pearse.

Thank you to all of the lecturers named above, who did an excellent job and who were universally adored by the students.

And to the many others who assisted with events and logistics along the way:
Gemayne Magbanua, Kaye Sedgers, Yudhi Bunjamin (who was a massive help during the four weeks), Haya Aldosari, Fadi Antown, Catheryn Gray, Michaela Hall, Naomi Huynh, Laure Helme-Guizon, Grace Nguyen, Robert Nguyen, Gordana Popovic, Thomas Scheckter, Kate Wu, Kris Wu, and Spencer Yang.

Next year's AMSI Summer School will be held at La Trobe University.

 

 

 

 

Jake Olivier's research into role of vehicle speed in pedestrian fatalities in media spotlight

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Date: 

Monday, 4th February 2019


Jake Olivier
Professor Jake Olivier's research into the impact of vehicle speed on pedestrian fatalities has been reported on in the media.

Professor Olivier, who presented the study's findings to the US National Academies of Sciences, Engineering, and Medicine's Transport Research Board’s annual meeting, was interviewed by ABC's 7.30 program about the research which looked at the impact of speed on pedestrian fatality and explored whether current speed limits are acceptable.

The research, which analysed data from 20 studies, was an international collaboration by researchers at UNSW Sydney and UHasselt in Belgium.

The researchers recommend that speed limits be reduced in high pedestrian active areas, and set even lower in areas of poor visibility.

Car crash deaths: speed limit in busy pedestrian areas too high

01 FEB 2019
 
ISABELLE DUBACH

The speed limit in areas with high pedestrian activity should be reduced to 30 to 40km/hr – rather than Australia’s current 50 km/h, a new study by UNSW scientists recommends.

In a bid to reduce the likelihood of pedestrian deaths, motor vehicles shouldn’t be allowed to go faster than 40km/h in high pedestrian active areas – preferably 30 km/h, a new UNSW Sydney study has found.

A high pedestrian active area includes any part of a city’s CBD, shopping strips along roads in suburbs and country towns, roads in front of schools during morning peak hour arrivals and afternoon departures, and sports venues with crowds crossing roads.

“Pedestrians struck in vehicle crashes are the largest group of traffic fatalities worldwide – and excessive speed is the biggest factor in such crashes,” explains UNSW Professor Jake Olivier, who presented the findings to the US National Academies of Sciences, Engineering, and Medicine's Transport Research Board’s annual meeting. The work is an international collaboration of researchers at UNSW Sydney and UHasselt in Belgium.

“Even an impact speed of as low as around 30 km/h is equivalent to what you would experience if you fell off the roof of your house.”

However, there’s still a lot of international debate around what should be a safe maximum speed limit for vehicles in high pedestrian active areas – the odds for any given particular speed vary extensively between studies.

“That’s why we wanted to see how the likelihood of a pedestrian dying in a crash changed at different speeds – and our study is the largest to date with data on over 37,000 pedestrians,” Professor Olivier says.

In the study, the scientists searched four electronic databases to identify studies that reported data on pedestrian fatalities or serious injuries from motorised vehicle crashes with known estimated impact speed. They then analysed data from 20 studies – containing data from six countries – for their meta-analysis. The analysis found that risk of a fatality reaches 5% at an estimated impact speed of 28km/h, 10% at 36km/h, 50% at 57km/h, 75% at 67km/h and 90% at 78km/h.

“So, for example, if a pedestrian gets hit by a vehicle at 30km/hr impact speed, the average risk of death is at 6% - but when the impact speed increases by 1km/h, the odds of a pedestrian fatality increases on average by 11%,” says Professor Olivier.

“Therefore, assuming a vehicle travelling at the speed limit will slow down by at least 25% prior to impact, speed limits for areas with high pedestrian activity should be set to 30 to 40 km/h.” 

The researchers recommend that speed limits should be set even lower in areas of poor visibility and thus slower reaction times, stressing that it is important for policy makers to prescribe speeds that are safe, i.e. survivable, for all road users.

“Currently Australia’s speed limits in suburban and most high pedestrian active streets are set at 50 km/h,” says Professor Raphael Grzebieta, Emeritus Professor at UNSW Science’s School of Aviation.

“At this speed, if an alert and responsive driver travels at night on a poorly lit street with the vehicle’s light set to low beam, they will not perceive the pedestrian at all. The impact speed will be at 50 km/h, where the risk of the pedestrian being killed is on average around 33%. At this impact speed it would be equivalent to what you would experience if you fell off the roof of a three-story building – barely survivable.”

The researchers say that their recommendations are in line with international best practice.

“The speed limits we propose for high active areas are commonly used by best practice countries – such as Sweden, Netherlands and the UK – that have the lowest road fatality rates and that practice a Safe System Approach to road safety. Our urban limit of 50 km/h is simply much too high,” concludes Professor Grzebieta.

In Australia, 5.34 in 100,000 people die in a motorised car crash every year, placing Australia 15th lowest out of the 31 nations with available data. The nations with the two lowest rates were Norway (2.59) and Switzerland (2.59).

 

Helmet laws drastically reduce cycling fatalities: Jake Olivier

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Date: 

Friday, 8th February 2019


Jake Olivier
A world-first study by Professor Jake Olivier and colleagues has demonstrated a clear link between helmet laws and a dramatic reduction in cycling fatalities.  

The paper, published in the International Journal of Epidemiology, was co-authored with Transport and Road Safety Research Centre researchers Dr Sofiane Boufous and Emeritus Professor Raphael Grzebieta.

The findings show that the introduction of helmet legislation in Australia led to an immediate 46% drop in fatalities (per 100,000 population) and has saved billions of dollars in medical costs.

“This decline has been maintained since 1990 and we estimate 1332 fewer cycling fatalities associated with the introduction of bicycle helmet legislation to date”, said Prof Olivier, who was lead author of the paper.  

The study also challenges a common argument by anti-helmet campaigners: that helmets do not reduce fatalities but instead discourage people from cycling - thereby lowering fatality rates. The researchers state that the overwhelming evidence from this study, along with numerous international studies, does not support this claim. 

Pictured above: Prof Jake Olivier

 

 

Convergent Estimates of Marine Nitrogen Fixation

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Speaker: 

Francois Primeau

Affiliation: 

University of California, Irvine

Date: 

Mon, 18/02/2019 - 4:00pm

Venue: 

RC-4082, The Red Centre, UNSW

Abstract: 

Uncertainty in the global patterns of marine nitrogen fixation limits our understanding of the response of the ocean’s nitrogen and carbon cycles to environmental change. The geographical distribution and ecological controls on nitrogen fixation are difficult to constrain with limited in-situ measurements. Here we present convergent estimates of nitrogen fixation from an inverse biogeochemical and a prognostic ocean model. Our results demonstrate strong spatial variability in the nitrogen to phosphorus ratio of exported organic matter that greatly increases the global nitrogen-fixation rate. We find that new nitrogen supports up to 50% of export in subtropical gyres, that nitrogen fixation and denitrification are spatially decoupled and that current-era nitrogen sources and sinks largely balance on multidecadal timescales. Moreover, we propose a role for top-down grazing control in shaping the global patterns of nitrogen fixation. Our findings suggest higher than expected ocean carbon export and weaker stabilizing nitrogen-cycle feedbacks than previously thought.

Francois Primeau is a Professor of Earth System Science at the University of California, Irvine. His research is at the interface between physical oceanography and biogeochemistry where he develops computational methods to make better inferences from data and models about the physical and biogeochemical state of the ocean. 

School Seminar Series: 

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