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Identity, Gender and Belonging

© 2017 – Routledge

256 pages | 2 B/W Illus.

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This is the first book to explore how far disability challenges dominant understandings of rurality, identity, gender and belonging within the rural literature. The book focuses particularly on the ways disabled people give, and are given, meaning and value in relation to ethical rural considerations of place, physical strength, productivity and social reciprocity.

A range of different perspectives to the issues of living rurally with a disability inform this work. It includes the lived experience of people with disabilities through the use of life history methodologies, rich qualitative accounts and theoretical perspectives. It goes beyond conventional notions of rurality, grounding its analysis in a range of disability spaces and places and including the work of disability sociologists, geographers, cultural theorists and policy analysts. This interdisciplinary focus reveals the contradictory and competing relations of rurality for disabled people and the resultant impacts and effects upon disabled people and their communities materially, discursively and symbolically.

Of interest to all scholars of disability, rural studies, social work and welfare, this book provides a critical intervention into the growing scholarship of rurality that has bypassed the pivotal role of disability in understanding the lived experience of rural landscapes.

Notes on the cover image

Editor biographies

Contributor biographies

Acknowledgements

Introduction – Disability and rurality: identity, gender and belonging (Karen Soldatic and Kelley Johnson)

Part I: Disability, Identity and Rurality

1 – ‘I am stronger now’: life as a disabled woman in rural Iceland (Harpa Sigurdardóttir and Rannveig Traustadóttir)

2 – The pull and the push of rural life: Scott and Graham’s story (Brigit Mirfin-Veitch, Paul Milner and Jane McDonald)

3 – Young people moving from rural foster care to cities in China (Karen R. Fisher and Xiaoyuan Shang)

4 – Institutionalizing rural life (Jan Walmsley and Kelley Johnson)

5 – Rurality, disability and place identity (Daniela Stehlik)

Part II: Disability, Gender and Rurality

6 – ‘It’s not complicated’: physical disability and farming in rural Iceland (Kristín Björnsdóttir, James G. Rice and Rúnar Geir Ólafsson)

7 – Hiding, isolation and solace: rural disabled women and neoliberal welfare reform (Hannah Morgan )

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Returns an implementation-dependent approximation to the square root of x .

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The following functions are abstract operations that operate on time values (defined in 15.9.1.1 ). Note that, in every case, if any argument to one of these functions is NaN , the result will be NaN .

A Date object contains a Number indicating a particular instant in time to within a millisecond. Such a Number is called a time value . A time value may also be NaN , indicating that the Date object does not represent a specific instant of time.

Time is measured in ECMAScript in milliseconds since 01 January, 1970 UTC. In time values leap seconds are ignored. It is assumed that there are exactly 86,400,000 milliseconds per day. ECMAScript Number values can represent all integers from –9,007,199,254,740,992 to 9,007,199,254,740,992; this range suffices to measure times to millisecond precision for any instant that is within approximately 285,616 years, either forward or backward, from 01 January, 1970 UTC.

The actual range of times supported by ECMAScript Date objects is slightly smaller: exactly –100,000,000 days to 100,000,000 days measured relative to midnight at the beginning of 01 January, 1970 UTC. This gives a range of 8,640,000,000,000,000 milliseconds to either side of 01 January, 1970 UTC.

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where the number of milliseconds per day is

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The remainder is called the time within the day:

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ECMAScript uses an extrapolated Gregorian system to map a day number to a year number and to determine the month and date within that year. In this system, leap years are precisely those which are (divisible by 4 ) and ((not divisible by 100 ) or (divisible by 400 )). The number of days in year number y is therefore defined by

DaysInYear( ) = 365 if ( modulo 4) ≠ 0 = 366 if ( modulo 4) = 0 and (y modulo 100) ≠ 0 = 365 if ( modulo 100) = 0 and (y modulo 400) ≠ 0 = 366 if ( modulo 400) = 0

All non-leap years have 365 days with the usual number of days per month and leap years have an extra day in February. The day number of the first day of year y is given by:

DayFromYear( ) = 365 × ( −1970) + floor (( −1969)/4) − floor (( −1901)/100) + floor (( −1601)/400)

The time value of the start of a year is:

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