yoav lerman's dissertation

156
הפקולטה למדעי הרוח ע" ש לסטר וסאלי אנטין בית הספר להיסטוריה החוג לגיאוגרפיה וסביבת האדם הסביבה העירונית הבנוייה והתפלגות מרחבית של הולכי רגל: המקרה של תל אביב חיבור זה הוגש לשם קבלת התואר" דוקטור לפילוסופיה" באוניברסיטת תל אביב על ידי: יואב לרמן העבודה הוכנה בהדרכת: פרופ' יצחק אומר מאי4102

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Full dissertation textעבודת הדוקטורט במלואה

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  • 1

    "

    :

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    :

    :

    '

    2014

  • 2

    7 ...................................................................................................................................

    11 ........................................................................................................................ 1

    11 ................................................................................................ 1.1

    11 ...................................................................................... 2.1

    11................................................................................................... 1.1

    11................................................................................................. 2

    11 .......................................................... 1.2

    11 ......................................................................................... 2.2

    22 .................................................................................. 1.2.2

    12 ............................................. 2.2.2

    22........................................................ 1.2

    12 .......................................xatnyS ecapS 1.1.2

    72 ............................................................................... 2.1.2

    12 ..................................................... 2.2

    12 .....................- 2.2

    21 ............................................................................................................... 1.2

    21 ............................................................................................................... 1

    21................................................................................................... 1.1

    11 .............................................................................................. 2.1

    11 ..................................................................... 1.2.1

    11 ............................................................................................. 2.2.1

    72 ............................................................ , 1.1

    72 .......................................................... 1.1.1

    22 .............................................................. 2.1.1

    22 ................................................................................... 2.1

    22 .......................................................... 1.2.1

    22 ............................................) ( 2.2.1

    22 ............................................................. 1.2.1

    22.................................................................................. 2.1

    22 ........................................................................................ 1.2.1

  • 1

    12 ............................................. 2.2.1

    12................................................................................. 1.1

    72....................................................................................... 7.1

    72 ............................................................................................... 1.7.1

    12 ............................................................................................... 2.7.1

    12 ................................................................................ 1.7.1

    12 ..................................................................................... 1.1

    21 .................................................................................................................... 2

    21 ........................................................................ 1.2

    21 ..................................................................................... 1.1.2

    27 .................................................................................... 2.1.2

    27 ......................................................................................... 1.1.2

    17 ................................................................................... 2.1.2

    17 ............................................................. 2.2

    11 ........................................ ) laropmet( 1.2.2

    21 ........................................ 1.2

    11 ...................................................................... 1.1.2

    221 ................................................................... 2.1.2

    221......................................................................... 1.1.2

    121 ................................................................... 2.2

    211 .................................................... 1.2.2

    211................................................... 2.2.2

    211 ........................................................ 1.2.2

    111............................................................. 2.2

    711 ...................................... 1.2.2

    111 ...................................................................... 2.2.2

    221 ............................................................................................................. 2

    221 .............................................................................................. 1.2

    221 ................................................................................................................. 2.2

    221 ........- 1.2.2

    121 ........................................................................ 2.2.2

  • 2

    721............................................................... 1.2.2

    121 ......................... 2.2.2

    211....................................... 2.2.2

    111 .................................................... - 1.2.2

    111 ........................................................................................ 1.2

    211 .................................................................................... 2.2

    111.................................................................................................... ........

    221................. 21 '

    121.......... 21 '

  • 2

    21 ............................................................................... 1.1

    22 ............................. 1.2

    71 ................................................................................................... 1.1

    22 .......................................................................................................... 2.1

    12 ............................................................................................. 1.1

    72 ........................................................................................... 2.1

    12 ............................................................................................. 2.1

    21 ................................................ 1.2

    11 .................................................................. )eniL eriseD( 2.2

    121 ...................................................... 1.2

    111 , 1.2

    12 .................................................. -- 1.1

    22 ....................................................................... 1' 2.1

    22 ........................................................................ - 2' 1.1

    22 ......................................................... - 1' 2.1

    12 ...................................................... - 2' 2.1

    12 ......................................................... 1.1

    12 ............. -- 7.1

    12 ..................... -- 1.1

    21 ............................................................ 1.2

    71 ......................................................... 2.2

    27 ................................ -- 1.2

    17 ...................................................... 2.2

    27 ........................................................... 2.2

    11 .................. 1.2

    11 .............. -- 7.2

    71 ................................................ 1.2

    11 ........................ .-- ) 3=r( 1.2

    221 ............................... ) 3=r( 21.2

    221 ......................................... 11.2

    721 ....................................... 21.2

  • 1

    22 ............................................................. - 1.1

    11 ............................... 21 2.1

    11 ............... - 1.2

    11 ....... - t 2.2

    21 .............................................................. 1.2

    71 ................................................................ 2.2

    11 ...................................................... 2.2

    21 .................................................. ) R( 1.2

    21 ...................................... 7.2

    111 ........................................ 21 1.2

    211 ....................................... 21 1.2

    711 .................................................... 21.2

    111 ............................ 11.2

    221 ............... 21.2

    221 ......................... 11.2

    221 ................................................ 21.2

    121........................... . 1.

    121.................................... 2.

    221........................................... 1.

    121................................................. 2.

    221............................................................ 2.

    221................................................................. 1.

    121..................................................... 1.

    27 ............................................................................................ 1.2

    17 ............................................................................................... 2.2

    77 ............................................................................. )+( 1.2

    17 .......................... 2.2

    11 ................................................................. 2.2

    21 ...................................................... 21 - 1.2

    71 ................................................................... 7.2

    11 ......................................................... 1.2

    121 ............ 1.2

    211 .................. . 21 21.2

  • 7

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