Watson is the computer that famously won the US game show Jeopardy last year, part of a traditional of IBM ‘grand challenges’ that includes the computer Deep Blue which in 1997 won a chess match against world champion Garry Kasparov. At the time it was reported that IBM intended Watson to be applicable in business cases where large quantities of data need sorting, for example in healthcare.
Now, in an article titled “IBM’s Watson is changing careers”, Fortune reports Watson “will soon be available as a commercialized analytics tool for data-heavy industries like healthcare, telecom and financial services”, with insurance company WellPoint acting as a pilot tester. With Watson as a cloud service, the article suggests some example applications:
A financial services firm could use it to sift through news reports and market research to find likely acquisition targets. Or a healthcare company could utilize Watson to process medical articles, prior cases and even a patient’s own medical history and identify the most likely diagnosis and best course of treatment.
Fortune acknowledges that data analytics is nothing new, but describes Watson as like “Siri… on intergalactic steroids”.
IBM has further plans for making Watson available on smartphones and tablets, and for translation to other languages “including Japanese and French”. The article also mentions competitors to IBM such as Oracle and SAP are also investing in analytics.
Source: IBM’s Watson is changing careers.
The UK’s national ambition to lead in new high-tech industries is threatened by an alarmingly widespread cultural apathy to maths in this country.
Maths is seen by too many students as something to be endured rather than enjoyed.
It is a cultural and an educational problem.
Our experts in education note that young people don’t see maths as relevant to their lives or ambitions.
For the majority of young people, maths is a meaningless subject, with 85 per cent of students quitting it as soon as they are allowed. For too many, maths is just a series of disconnected techniques and formulae. It seems dry and academic.
We urgently need a new approach that makes innumeracy as unacceptable as illiteracy.
These are not new or surprising sentiments, except that they come from Rod Bristow who, as head of Pearson UK, describes himself in an opinion piece in the Telegraph numeracy campaign as “responsible for one of the biggest exam boards in Britain”. Edexcel, he says, “sets and marks one million mathematics GCSEs, International GCSEs and A-levels every year”.
Many people see the problems Rod describes as being driven by the assessment system, so what does he propose to do about it? “With other exam boards,” he says, “we are already in discussion with the exams regulator Ofqual about how we can further strengthen maths GCSEs”. He gives the following recommendations:
Where young people don’t gain a C grade first time at GCSE, the education system must offer new courses which encourage them to continue with maths.
We can do this by associating maths more closely with other academic disciplines such as the pure and social sciences.
Universities should make mathematical literacy a clearer requirement for entry to those majority of courses which will use it.
We must show how maths is applied in careers from construction to web design.
He also recommends learning through serious games.
Engaging computer games encourage the ‘learning by doing’ essential to building numeracy skills, and we should make clear the role of maths in producing those games in the first place.
If we want our young people to excel and lead the way internationally in maths, we must repurpose our maths teaching, learning and our exams, and use the tools of the future to change the ugly sister culture around mathematics.
Source: Numeracy Campaign: ‘maths curriculum failing to meet the needs of the 21st century’.
A technique, which a University of Manchester press release describes quite incorrectly as a “Harry Potter style ‘cloaking’ device”, could protect buildings from earthquakes. Dr William Parnell and his team have shown that by cloaking components of structures with pressurised rubber, powerful waves such as those produced by an earthquake would not ‘see’ the building – they would simply pass around the structure and thus prevent serious damage or destruction. The building, or important components within it, could theoretically be ‘cloaked’.
The abstract for the paper in the February 2012 issue of Proceedings of the Royal Society A, “Nonlinear pre-stress for cloaking from antiplane elastic waves“, says:
A theory is presented showing that cloaking of objects from antiplane elastic waves can be achieved by employing nonlinear elastic pre-stress in a neo-Hookean elastomeric material. This approach would appear to eliminate the requirement of metamaterials with inhomogeneous anisotropic shear moduli and density. Waves in the pre-stressed medium are bent around the cloaked (cavity) region by inducing inhomogeneous stress fields via pre-stress. The equation governing antiplane waves in the pre-stressed medium is equivalent to the antiplane equation in an unstressed medium with inhomogeneous and anisotropic shear modulus and isotropic scalar mass density. Note however that these properties are induced naturally by the pre-stress. As the magnitude of pre-stress can be altered at will, this enables objects of varying size and shape to be cloaked by placing them inside the fluid-filled deformed cavity region.
This comes as one of a series of announcements in recent years on various aspects of invisibility but the production of this sort of invisibility without the requirement for metamaterials is significant. Dr Parnell said:
Five or six years ago scientists started with light waves, and in the last few years we have started to consider other wave-types, most importantly perhaps sound and elastic waves. The real problem with the latter is that it is normally impossible to use naturally available materials as cloaks.
We showed theoretically that pre-stressing a naturally available material – rubber – leads to a cloaking effect from a specific type of elastic wave. Our team is now working hard on more general theories and to understand how this theory can be realised in practice.
This research has shown that we really do have the potential to control the direction and speed of elastic waves. This is important because we want to guide such waves in many contexts, especially in nano-applications such as in electronics for example.
If the theory can be scaled up to larger objects then it could be used to create cloaks to protect buildings and structures, or perhaps more realistically to protect very important specific parts of those structures.
Source: ‘Invisibility’ cloak could protect buildings from earthquakes.
A computer programme has been developed which researchers believe can score “at least 150” on an IQ test. According to British Mensa, which describes itself as “the High IQ Society”, there are many standard IQ tests in use around the world but “on most intelligence tests, average IQ score is 100”. The Mensa websites lists the scores required to join Mensa on different tests:
- Cattell III B – 148
- Culture Fair – 132
- Ravens Advanced Matrices – 135
- Ravens Standard Matrices – 131
- Wechsler Scales – 132
The result is interesting because IQ tests are based on spotting patterns that computers are often not able to spot.
IQ tests are based on two types of problems: progressive matrices, which test the ability to see patterns in pictures, and number sequences, which test the ability to see patterns in numbers. The most common math computer programmes score below 100 on IQ tests with number sequences.
The number sequence tests in question are only partly mathematical, with elements of psychology as well. One of the researchers, Claes Strannegård, said:
1, 2, …, what comes next? Most people would say 3, but it could also be a repeating sequence like 1, 2, 1 or a doubling sequence like 1, 2, 4. Neither of these alternatives is more mathematically correct than the others. What it comes down to is that most people have learned the 1-2-3 pattern.
Strannegård said of applications of the research:
Our programmes are beating the conventional math programmes because we are combining mathematics and psychology. Our method can potentially be used to identify patterns in any data with a psychological component, such as financial data. But it is not as good at finding patterns in more science-type data, such as weather data, since then the human psyche is not involved.
Source: Computer programmes that think like humans.
Nominations are now open for the award for statistical excellence in the pharmaceutical industry jointly made by the Royal Statistical Society and PSI (Statisticians in the Pharmaceutical Industry).
Now in its second year, the award was first made last year to Phil Woodward for “a portfolio-wide implementation of a Bayesian framework for early clinical development within a major pharmaceutical company“.
The RSS website gives the following information about criteria:
Once again, this year the award will be for the most influential example of the novel application of an existing statistical practice, or the implementation of an innovative statistical practice, in the pharmaceutical industry.
The nominees will have either employed existing or new statistical techniques or processes to enhance the planning and analysis of investigations, or developed statistical systems and processes which have strengthened the quality and efficiency of these investigations. The winning nominee(s) will have demonstrated how they identified the need for improvements, applied existing techniques or developed innovative techniques, and successfully implemented these techniques in their organization to enhance the statistical service provided.
Nominations for the award will close at 5pm on Friday, 18 May 2012. The winner(s) will be announced towards the beginning of July 2012. The RSS web site has further details and an entry form for nominations, including self-nominations. Nominations should refer to work undertaken between 1 January 2011 and 31 December 2011. In the case of projects which span more than one year, the project should have delivered the final product during this period.
Source: Nominations open for award for statistical excellence in the pharmaceutical industry.
On my book shelf is a paperback of over 460 pages of two column, densely typeset definitions of mathematical terms. The Penguin Dictionary of Mathematics (Third Edition) is edited by David Nelson. On Friday 2nd March 2012 David Nelson will give a talk to the IMA East Midlands Branch, “Two Dictionaries of Mathematics, 1679 and 1989”. The abstract for this is:
This talk attempts to describe the history, aims and content of two books. Firstly Joseph Moxon’s Mathematicks made Easie: or, a Mathematical Dictionary Explaining the Terms of Art and Difficult Phrases used in Arithmetick, Geometry, Astronomy, Astrology, and other Mathematical Sciences (1679), which was the first mathematical dictionary to be published in English. Secondly The Penguin Dictionary of Mathematics (1989), which has had subsequent editions in 1998, 2003 and 2008.
This talk will take place at the University of Nottingham at 7.30pm. As usual, no charge is made to attend meetings; non-IMA members are welcome. Full details and directions are available via the IMA East Midlands Branch website.