Error handling for an Erlang 2D point class












1














I am working on a math library for an online game. I want to prevent as many errors as possible and I want to catch all errors as early as possible to simplify debugging in the long run. However, I feel like I drown in details. This is quite different from "let it crash" motto.



point has {number(), number()} type or better say {0, 0} is a point. I started with Dialyzer specs and guard statements which work as a poor man's assertions.



Here is my point class.



-module(point).
-author("nt").

-export([is_point/1, distance/2, translate/2, pointToMap/1]).

-type point() :: {number(), number()}.
-export_type([point/0]).

is_point({X, Y}) when is_number(X), is_number(Y) -> true;
is_point(_) -> false.

distance({X1, Y1} = A, {X2, Y2} = B) ->
case is_point(A) of false -> error(badarg); _ -> ok end,
case is_point(B) of false -> error(badarg); _ -> ok end,
math:sqrt(math:pow((X2 - X1), 2) + math:pow(Y2 - Y1, 2)).

translate({X1, Y1} = A, {X2, Y2} = B) ->
case is_point(A) of false -> error(badarg); _ -> ok end,
case is_point(B) of false -> error(badarg); _ -> ok end,
{X1 + X2, Y1 + Y2}.

pointToMap({X, Y} = A) ->
case is_point(A) of false -> error(badarg); _ -> ok end,
#{
x => X,
y => Y
}.


%% Spec
-spec is_point(P :: point()) -> boolean().
-spec distance(A :: point(), B :: point()) -> float().
-spec translate(A :: point(), B :: point()) -> point().
-spec pointToMap(A :: point()) -> #{x:= number(), y := number()}.


{{0, 0}, {0, 0}} is a rect.
rect "class" relies on point.



-module(rect).
-author("nt").

%% API
-export([is_rect/1, contains/2]).

-type rect() :: {point:point(), point:point()}.
-export_type([rect/0]).

is_rect({{OriginX, OriginY}, {W, H}}) when is_number(OriginX), is_number(OriginY), is_number(W), is_number(H) -> true;
is_rect(_) -> false.

-spec contains(Rect, Point) -> boolean() when Rect :: rect(), Point :: point:point().
contains({{OriginX, OriginY}, {W, H}} = R, {X, Y} = P) ->
case is_rect(R) of false -> error(badarg); _ -> ok end,
case point:is_point(P) of false -> error(badarg); _ -> ok end,
((OriginX < X) and (X < (OriginX + W))) and ((OriginY < Y) and (Y < (OriginY + H))).


Things are getting really massive and daunting. Given the fact there is almost no business logic I wonder how fast codebase will become a complete mess if I continue to check all the required preconditions in all functions.



Update:



I think about removing all the specs and "assertions" from the code. Functions like pointToMap will be also removed as I don't need to rely on concrete types anymore. Something like tupleToMap should be used instead.



point.erl:



-module(point).
-author("nt").

-export([distance/2, translate/2]).

distance({X1, Y1}, {X2, Y2}) ->
math:sqrt(math:pow((X2 - X1), 2) + math:pow(Y2 - Y1, 2)).

translate({X1, Y1}, {X2, Y2}) ->
{X1 + X2, Y1 + Y2}.


rect.erl



-module(rect).
-author("nt").

-export([contains/2]).

contains({{OriginX, OriginY}, {W, H}}, {X, Y}) ->
((OriginX < X) and (X < (OriginX + W))) and ((OriginY < Y) and (Y < (OriginY + H))).









share|improve this question





























    1














    I am working on a math library for an online game. I want to prevent as many errors as possible and I want to catch all errors as early as possible to simplify debugging in the long run. However, I feel like I drown in details. This is quite different from "let it crash" motto.



    point has {number(), number()} type or better say {0, 0} is a point. I started with Dialyzer specs and guard statements which work as a poor man's assertions.



    Here is my point class.



    -module(point).
    -author("nt").

    -export([is_point/1, distance/2, translate/2, pointToMap/1]).

    -type point() :: {number(), number()}.
    -export_type([point/0]).

    is_point({X, Y}) when is_number(X), is_number(Y) -> true;
    is_point(_) -> false.

    distance({X1, Y1} = A, {X2, Y2} = B) ->
    case is_point(A) of false -> error(badarg); _ -> ok end,
    case is_point(B) of false -> error(badarg); _ -> ok end,
    math:sqrt(math:pow((X2 - X1), 2) + math:pow(Y2 - Y1, 2)).

    translate({X1, Y1} = A, {X2, Y2} = B) ->
    case is_point(A) of false -> error(badarg); _ -> ok end,
    case is_point(B) of false -> error(badarg); _ -> ok end,
    {X1 + X2, Y1 + Y2}.

    pointToMap({X, Y} = A) ->
    case is_point(A) of false -> error(badarg); _ -> ok end,
    #{
    x => X,
    y => Y
    }.


    %% Spec
    -spec is_point(P :: point()) -> boolean().
    -spec distance(A :: point(), B :: point()) -> float().
    -spec translate(A :: point(), B :: point()) -> point().
    -spec pointToMap(A :: point()) -> #{x:= number(), y := number()}.


    {{0, 0}, {0, 0}} is a rect.
    rect "class" relies on point.



    -module(rect).
    -author("nt").

    %% API
    -export([is_rect/1, contains/2]).

    -type rect() :: {point:point(), point:point()}.
    -export_type([rect/0]).

    is_rect({{OriginX, OriginY}, {W, H}}) when is_number(OriginX), is_number(OriginY), is_number(W), is_number(H) -> true;
    is_rect(_) -> false.

    -spec contains(Rect, Point) -> boolean() when Rect :: rect(), Point :: point:point().
    contains({{OriginX, OriginY}, {W, H}} = R, {X, Y} = P) ->
    case is_rect(R) of false -> error(badarg); _ -> ok end,
    case point:is_point(P) of false -> error(badarg); _ -> ok end,
    ((OriginX < X) and (X < (OriginX + W))) and ((OriginY < Y) and (Y < (OriginY + H))).


    Things are getting really massive and daunting. Given the fact there is almost no business logic I wonder how fast codebase will become a complete mess if I continue to check all the required preconditions in all functions.



    Update:



    I think about removing all the specs and "assertions" from the code. Functions like pointToMap will be also removed as I don't need to rely on concrete types anymore. Something like tupleToMap should be used instead.



    point.erl:



    -module(point).
    -author("nt").

    -export([distance/2, translate/2]).

    distance({X1, Y1}, {X2, Y2}) ->
    math:sqrt(math:pow((X2 - X1), 2) + math:pow(Y2 - Y1, 2)).

    translate({X1, Y1}, {X2, Y2}) ->
    {X1 + X2, Y1 + Y2}.


    rect.erl



    -module(rect).
    -author("nt").

    -export([contains/2]).

    contains({{OriginX, OriginY}, {W, H}}, {X, Y}) ->
    ((OriginX < X) and (X < (OriginX + W))) and ((OriginY < Y) and (Y < (OriginY + H))).









    share|improve this question



























      1












      1








      1







      I am working on a math library for an online game. I want to prevent as many errors as possible and I want to catch all errors as early as possible to simplify debugging in the long run. However, I feel like I drown in details. This is quite different from "let it crash" motto.



      point has {number(), number()} type or better say {0, 0} is a point. I started with Dialyzer specs and guard statements which work as a poor man's assertions.



      Here is my point class.



      -module(point).
      -author("nt").

      -export([is_point/1, distance/2, translate/2, pointToMap/1]).

      -type point() :: {number(), number()}.
      -export_type([point/0]).

      is_point({X, Y}) when is_number(X), is_number(Y) -> true;
      is_point(_) -> false.

      distance({X1, Y1} = A, {X2, Y2} = B) ->
      case is_point(A) of false -> error(badarg); _ -> ok end,
      case is_point(B) of false -> error(badarg); _ -> ok end,
      math:sqrt(math:pow((X2 - X1), 2) + math:pow(Y2 - Y1, 2)).

      translate({X1, Y1} = A, {X2, Y2} = B) ->
      case is_point(A) of false -> error(badarg); _ -> ok end,
      case is_point(B) of false -> error(badarg); _ -> ok end,
      {X1 + X2, Y1 + Y2}.

      pointToMap({X, Y} = A) ->
      case is_point(A) of false -> error(badarg); _ -> ok end,
      #{
      x => X,
      y => Y
      }.


      %% Spec
      -spec is_point(P :: point()) -> boolean().
      -spec distance(A :: point(), B :: point()) -> float().
      -spec translate(A :: point(), B :: point()) -> point().
      -spec pointToMap(A :: point()) -> #{x:= number(), y := number()}.


      {{0, 0}, {0, 0}} is a rect.
      rect "class" relies on point.



      -module(rect).
      -author("nt").

      %% API
      -export([is_rect/1, contains/2]).

      -type rect() :: {point:point(), point:point()}.
      -export_type([rect/0]).

      is_rect({{OriginX, OriginY}, {W, H}}) when is_number(OriginX), is_number(OriginY), is_number(W), is_number(H) -> true;
      is_rect(_) -> false.

      -spec contains(Rect, Point) -> boolean() when Rect :: rect(), Point :: point:point().
      contains({{OriginX, OriginY}, {W, H}} = R, {X, Y} = P) ->
      case is_rect(R) of false -> error(badarg); _ -> ok end,
      case point:is_point(P) of false -> error(badarg); _ -> ok end,
      ((OriginX < X) and (X < (OriginX + W))) and ((OriginY < Y) and (Y < (OriginY + H))).


      Things are getting really massive and daunting. Given the fact there is almost no business logic I wonder how fast codebase will become a complete mess if I continue to check all the required preconditions in all functions.



      Update:



      I think about removing all the specs and "assertions" from the code. Functions like pointToMap will be also removed as I don't need to rely on concrete types anymore. Something like tupleToMap should be used instead.



      point.erl:



      -module(point).
      -author("nt").

      -export([distance/2, translate/2]).

      distance({X1, Y1}, {X2, Y2}) ->
      math:sqrt(math:pow((X2 - X1), 2) + math:pow(Y2 - Y1, 2)).

      translate({X1, Y1}, {X2, Y2}) ->
      {X1 + X2, Y1 + Y2}.


      rect.erl



      -module(rect).
      -author("nt").

      -export([contains/2]).

      contains({{OriginX, OriginY}, {W, H}}, {X, Y}) ->
      ((OriginX < X) and (X < (OriginX + W))) and ((OriginY < Y) and (Y < (OriginY + H))).









      share|improve this question















      I am working on a math library for an online game. I want to prevent as many errors as possible and I want to catch all errors as early as possible to simplify debugging in the long run. However, I feel like I drown in details. This is quite different from "let it crash" motto.



      point has {number(), number()} type or better say {0, 0} is a point. I started with Dialyzer specs and guard statements which work as a poor man's assertions.



      Here is my point class.



      -module(point).
      -author("nt").

      -export([is_point/1, distance/2, translate/2, pointToMap/1]).

      -type point() :: {number(), number()}.
      -export_type([point/0]).

      is_point({X, Y}) when is_number(X), is_number(Y) -> true;
      is_point(_) -> false.

      distance({X1, Y1} = A, {X2, Y2} = B) ->
      case is_point(A) of false -> error(badarg); _ -> ok end,
      case is_point(B) of false -> error(badarg); _ -> ok end,
      math:sqrt(math:pow((X2 - X1), 2) + math:pow(Y2 - Y1, 2)).

      translate({X1, Y1} = A, {X2, Y2} = B) ->
      case is_point(A) of false -> error(badarg); _ -> ok end,
      case is_point(B) of false -> error(badarg); _ -> ok end,
      {X1 + X2, Y1 + Y2}.

      pointToMap({X, Y} = A) ->
      case is_point(A) of false -> error(badarg); _ -> ok end,
      #{
      x => X,
      y => Y
      }.


      %% Spec
      -spec is_point(P :: point()) -> boolean().
      -spec distance(A :: point(), B :: point()) -> float().
      -spec translate(A :: point(), B :: point()) -> point().
      -spec pointToMap(A :: point()) -> #{x:= number(), y := number()}.


      {{0, 0}, {0, 0}} is a rect.
      rect "class" relies on point.



      -module(rect).
      -author("nt").

      %% API
      -export([is_rect/1, contains/2]).

      -type rect() :: {point:point(), point:point()}.
      -export_type([rect/0]).

      is_rect({{OriginX, OriginY}, {W, H}}) when is_number(OriginX), is_number(OriginY), is_number(W), is_number(H) -> true;
      is_rect(_) -> false.

      -spec contains(Rect, Point) -> boolean() when Rect :: rect(), Point :: point:point().
      contains({{OriginX, OriginY}, {W, H}} = R, {X, Y} = P) ->
      case is_rect(R) of false -> error(badarg); _ -> ok end,
      case point:is_point(P) of false -> error(badarg); _ -> ok end,
      ((OriginX < X) and (X < (OriginX + W))) and ((OriginY < Y) and (Y < (OriginY + H))).


      Things are getting really massive and daunting. Given the fact there is almost no business logic I wonder how fast codebase will become a complete mess if I continue to check all the required preconditions in all functions.



      Update:



      I think about removing all the specs and "assertions" from the code. Functions like pointToMap will be also removed as I don't need to rely on concrete types anymore. Something like tupleToMap should be used instead.



      point.erl:



      -module(point).
      -author("nt").

      -export([distance/2, translate/2]).

      distance({X1, Y1}, {X2, Y2}) ->
      math:sqrt(math:pow((X2 - X1), 2) + math:pow(Y2 - Y1, 2)).

      translate({X1, Y1}, {X2, Y2}) ->
      {X1 + X2, Y1 + Y2}.


      rect.erl



      -module(rect).
      -author("nt").

      -export([contains/2]).

      contains({{OriginX, OriginY}, {W, H}}, {X, Y}) ->
      ((OriginX < X) and (X < (OriginX + W))) and ((OriginY < Y) and (Y < (OriginY + H))).






      error-handling coordinate-system erlang






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      edited Dec 20 at 13:39

























      asked Dec 17 at 14:32









      Nik

      1073




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