globals [ gini-index-reserve lorenz-points ] turtles-own [ age wealth real-need ;; RN: need for be alive in each tick estimated-need ;; EN : the need that estimated by a person. (a mental perocess) efficiency ;; efficiency is a turtle variable that shows the level of wealth production by any one. ;; it acts as a coefficient for increasing the personal wealth and general resorce. parent ;; Each person can reproduce one time in the life span. ] breed [ greedy-persons greedy-person] ;The persons that their real need is less than estimated need. breed [ modest-persons modest-person] ;The persons that their real need is equal to estimated need. breed [ Altruist-persons Altruist-person] ;The persons that their real need is more than estimated need. patches-own [ reserve-here ;; the current amount of reserve on this patch max-reserve ;; the maximum amount of reserve this patch can hold ] to setup clear-all setup-turtles setup-patches update-lorenz-and-gini reset-ticks end to setup-patches ask patches [ set max-reserve 50 set reserve-here 0 if (random-float 1 > harshness ) [set reserve-here random max-reserve] ; set reserve-here precision reserve-here 0 ] recolor-patch ] end to recolor-patch ;; patch procedure -- use color to indicate reserve level set pcolor scale-color green reserve-here max-reserve 0 end to setup-turtles create-greedy-persons number-of-greedy-persons create-modest-persons number-of-modest-persons create-altruist-persons number-of-altruist-persons ask greedy-persons [ set age random 85 set shape "person" set size 3 set parent 0 move-to one-of patches set wealth random-normal wealth-range 100 ;; Generate a random normalnumber with standard deviation 100 set wealth precision wealth 0 set efficiency random-float 0.1 set real-need 6 + random-float 4 ;; Real need is a random number in this range: 6 < real-need < 10 set real-need precision real-need 0 set estimated-need 11 + random-float 4 ;;Estimated need is a random number in this range: 11 < estimared-need < 15 set estimated-need precision estimated-need 0 set color scale-color red estimated-need 15 11] ask modest-persons [set age random 85 set shape "person" set size 3 set parent 0 move-to one-of patches set wealth random-normal wealth-range 100 ;; Generate a random normalnumber with standard deviation 100 set wealth precision wealth 0 set efficiency random-float 0.1 set real-need 8 set estimated-need 8 set color blue] ask Altruist-persons [ set age random 85 set shape "person" set size 3 set parent 0 move-to one-of patches set wealth random-normal wealth-range 100 ;; Generate a random normalnumber with standard deviation 100 set wealth precision wealth 0 set efficiency random-float 0.1 set real-need 6 + random-float 4 ;; Real need is a random number in this range: 6 < real-need < 10 set real-need precision real-need 0 set estimated-need 3 + random-float 2 ;;Estimated need is a random number in this range: 3 < estimared-need < 5 set estimated-need precision estimated-need 0 set color scale-color green estimated-need 5 3] end to go tick ask turtles [ increase-age move-turtles check-death set wealth wealth - real-need obtain-wealth check-efficiency reproduce ] ask patches [ grow-reserve] update-lorenz-and-gini if count turtles = 0 [stop] end to increase-age ;; Each 10 ticks is equal to one month so each 120 ticks is equal to a year in real world. if remainder ticks 120 = 0 [set age age + 1] end to move-turtles set heading random 360 ask greedy-persons [fd 5] ask modest-persons [fd 3] ask Altruist-persons [fd 1] end to check-death ;; If the age of a person is more than 85 or his wealth becomes less than 20; he will die. if (age > 85) or (wealth < 20) [die] end to obtain-wealth if (reserve-here > estimated-need) ;; if estimated-need > reserve-here , turtle can not obtain reserve from this patch. [ set wealth (wealth + estimated-need) set reserve-here reserve-here - estimated-need recolor-patch ] end to check-efficiency if(efficiency > efficiency-range) and (age > 18) and (remainder ticks 10 = 0 ) [ set wealth wealth + efficiency * wealth * 0.001 if (reserve-here < max-reserve) [ set reserve-here reserve-here + efficiency * wealth * 0.01] if (reserve-here > max-reserve) [ set reserve-here max-reserve ] ] end to grow-reserve ifelse (reserve-here < max-reserve) [set reserve-here reserve-here + ind-reserve-grown] [ set reserve-here reserve-here] if (reserve-here > max-reserve) [ set reserve-here max-reserve ] recolor-patch end to reproduce if (age > 20) and (age < 45) and (random-float 1 > 0.99) and (parent < 2) [ set wealth wealth - 100 set parent parent + 1 hatch 1 [ set parent 0 set wealth (random-normal wealth-range 100) + 100 set wealth precision wealth 0 set efficiency random-float 0.1 ] ] end ;; this procedure recomputes the value of gini-index-reserve ;; and the points in lorenz-points for the Lorenz and Gini-Index plots to update-lorenz-and-gini let sorted-wealths sort [wealth] of turtles let total-wealth sum sorted-wealths let wealth-sum-so-far 0 let index 0 set gini-index-reserve 0 set lorenz-points [] ;; now actually plot the Lorenz curve -- along the way, we also ;; calculate the Gini index. repeat count turtles [ set wealth-sum-so-far (wealth-sum-so-far + item index sorted-wealths) set lorenz-points lput ((wealth-sum-so-far / total-wealth) * 100) lorenz-points set index (index + 1) set gini-index-reserve gini-index-reserve + (index / count turtles) - (wealth-sum-so-far / total-wealth) ] end @#$#@#$#@ GRAPHICS-WINDOW 210 10 751 552 -1 -1 13.0 1 10 1 1 1 0 1 1 1 -20 20 -20 20 0 0 1 ticks 30.0 BUTTON 70 15 133 48 NIL setup NIL 1 T OBSERVER NIL NIL NIL NIL 1 BUTTON 110 60 173 93 NIL go T 1 T OBSERVER NIL NIL NIL NIL 0 BUTTON 30 59 105 92 go once go NIL 1 T OBSERVER NIL NIL NIL NIL 0 SLIDER 20 335 192 368 wealth-range wealth-range 50 2000 1000.0 10 1 NIL HORIZONTAL SLIDER 20 380 192 413 efficiency-range efficiency-range 0 0.1 0.02 0.01 1 NIL HORIZONTAL SLIDER 20 430 192 463 Ind-reserve-grown Ind-reserve-grown -1 1 0.01 0.01 1 NIL HORIZONTAL PLOT 765 12 965 162 count persons time turtles 0.0 100.0 0.0 100.0 true false "" "" PENS "default" 1.0 0 -16777216 true "" "plot count turtles" PLOT 978 13 1178 163 Population vs. Time time population 0.0 10.0 0.0 10.0 true true "" "" PENS "greedy" 1.0 0 -2674135 true "" "plot count turtles with [ color = scale-color red estimated-need 15 11]" "modest" 1.0 0 -13791810 true "" "plot count turtles with [ color = blue ]" "Altruist" 1.0 0 -13840069 true "" "plot count turtles with [ color = scale-color green estimated-need 5 3]" PLOT 765 177 965 327 lorenz curve pop% wealth% 0.0 100.0 0.0 100.0 false false "" "" PENS "lorenz" 1.0 0 -2674135 true "" "plot-pen-reset\nset-plot-pen-interval 100 / count turtles\nplot 0\nforeach lorenz-points plot" "equal" 100.0 0 -14737633 true "plot 0\nplot 100" "" PLOT 977 177 1177 327 Gini-Index v. Time time Gini 0.0 50.0 0.0 1.0 true false "" "" PENS "default" 1.0 0 -11033397 true "" "plot (gini-index-reserve / count turtles) / 0.5" PLOT 766 344 966 494 wealth vs. time time wealth 0.0 1000.0 0.0 1000.0 true false "" "" PENS "Greedy" 1.0 0 -2674135 true "" "plot sum [ wealth] of greedy-persons" "Modest" 1.0 0 -11033397 true "" "plot sum [ wealth] of modest-persons" "Altruist" 1.0 0 -14439633 true "" "plot sum [ wealth] of altruist-persons" SLIDER 20 475 192 508 harshness harshness 0 1 0.2 0.1 1 NIL HORIZONTAL SLIDER 15 115 195 148 number-of-greedy-persons number-of-greedy-persons 0 1000 15.0 5 1 NIL HORIZONTAL SLIDER 15 150 195 183 number-of-modest-persons number-of-modest-persons 0 1000 15.0 10 1 NIL HORIZONTAL SLIDER 15 185 195 218 number-of-altruist-persons number-of-altruist-persons 0 1000 30.0 5 1 NIL HORIZONTAL MONITOR 988 344 1065 389 num.turtles count turtles 17 1 11 MONITOR 988 396 1120 441 NIL count altruist-persons 17 1 11 MONITOR 988 441 1120 486 NIL count greedy-persons 17 1 11 MONITOR 988 486 1120 531 NIL count modest-persons 17 1 11 @#$#@#$#@ in this research we want to Survey the effect of any type of consumption pattern (that were mentioned above) on the life expectancy of people and social stability. So we have three types of personality: 1-Greedy persons: who consume more than their real need, 2-Modest person: who consume equal to their need, 3-Altruist person: who consume less than their real need. And the environment that is filled by resources randomly and the agents can acquire resources from this environment (based on their personality). Bellow you can see some of the agent's variables: 1-Wealth: a random number that shows the amount of resources a person has. 2-Real need: a random number, shows the amount of need for staying alive. 3-Estimated need: the need that is estimated by a person in a mental process. It can be more, equal or less than the real need. Every agent gains from resources equal to its estimated need. 4-Efficiency: a random number, is distributed between turtles. It has a threshold. If the number be higher than the threshold, turtle is a useful and efficient person in society and can help to reproduce the resources and its own wealth. Also, Turtles can reproduce and die. If the wealth become less than a threshold or the age become higher than 85, they will die. In the ground, each patch has 3 variables: 1-Reserve here: It shows the current amount of reserve on each patch 2-Max reserve: It shows the maximum amount of reserve that each patch can hold. 3-Ind-reserve-grown: It shows the amount of reserve’s growth in each tick. Also, there are 2 global variables in our model: 1-Gini index reserve: Gini index is a number between 0 and 1, in each tick and these numbers are shown in a graph that indicates the changes of gini index over the time. As the number gets closer to one, it means more inequality in wealth distribution. 2- Lorenz points: It is a graph. The space between the curve and the standard line that shows the equality of wealth distribution among the people of a society. The less the space, the more equality exists. 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