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Our efforts to enculturate a Growth Mindset or Mindset Awareness are not wasted but the process needs to be understood as complex and demands a multifaceted action plan if it is to produce results.

Teaching is undoubtedly a busy profession and one where the end of the to do list seems to be forever located in a galaxy far far away. There is always more to be done and as each item on the list is ticked off, three, four or more seem to have appeared. If we ever do get close to the end, we find ourselves reflecting on what we have achieved and the many ways in which it might be improved. 

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The foundational stability of schools might be our greatest strength.Getting the fundamentals right and protecting them during change efforts is essential. 

If you consider the day to day life of many of our students today, you see that they have very little time that is free from some form of programmed activity. Indeed, it is increasingly the norm for families to fill their children's time with the maximum number of learning, sporting and co-curricular activities. Schools naturally are happy to facilitate this and many see the breadth of programmes that they offer as a measure of success. But is there a consequence to all this activity and constant state of engagement?

"Number Talks" is an approach to the teaching and learning of Number Sense. Rather than relying on the rote-memorisation of isolated number facts achieved through drills of "table-facts", Number Talks aim to build confident, number fluency, where learners recognise patterns within and between numbers and understand the properties of numbers and operations. Number Talks are a "mind on" learning task that engages students in an active learning process as they search for patterns, decompose and recompose numbers and develop a flexible understanding.

A common question is how do we facilitate the development of independent, self-regulating learners. With an increased focus on the development of dispositional models for learning where the skills and mindset of the learner are crucial, how do we ensure that our learners move from requiring external regulation to a model of internal regulation?  

What might it take to ensure students choose to be in our courses because the value of the learning achieved through mindful attendance is such that they would not want to be anywhere else?

This week I spent three days in Brisbane attending the Australian Association of Mathematics Teachers' national conference. The theme of the conference was "Why Maths?" and along with 500 other mathematicians, we looked to find inspiring answers to this provocative question beyond the classroom. Here are my key takeaways from this event. 

At the heart of mathematics are a set of connected thinking dispositions. The mathematician uses these dispositions as the cognitive tools of their trade. While the traditional imagining of mathematics might be all about the accurate application of well-rehearsed algorithms and processes, in the real world of mathematics, it is all about the thinking. As we consider what our students need from their mathematical education, we should not overlook the importance of these dispositions. 

n practical terms, any change effort that does not consider the culture into which it is introduced is unlikely to succeed. The worst-case scenario is that the change effort is resisted to such a degree that it is never truly implemented. In many cases, however, the change effort fails to produce the sort of results initially imagined despite the efforts of all involved to adopt the change. Although the new behaviours are adopted, something goes wrong, and it isn't always that the new idea itself is to be blamed. - Maybe it's culture?

Recently I have been contemplating how we might define inquiry. Like many terms in education, it is often used in multiple contexts and has a range of meanings attached to it. Coming to agreement on what inquiry is, requires negotiating seemingly divergent understandings. If we are to avoid oversimplifications and dichotomous thinking, we need to explore these multiple perspectives and find a balance point.