added LSL2 stored procedures
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122
LSL2/STPROC/MATH_SERVICES.txt
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122
LSL2/STPROC/MATH_SERVICES.txt
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Compile function Math_Services(@Service, @Params)
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/***********************************************************************************************************************
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Name : Math_Services
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Description : Handler program for all math services.
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Notes : Application errors should be logged using the Error Services module. There are a few methodological
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assumptions built into way errors are managed which are important to understand in order to properly
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work with Error Services:
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- The term 'top' refers to the originating procedure of a call stack and the term 'bottom' refers to
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the last routine (or the current routine) within a call stack. Within the OpenInsight Debugger
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this will appear backwards since the originating procedure always appears at the bottom of the
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list and the current routine appears at the top of the list. We are using this orientation because
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it is common to refer to the process of calling other procedures as 'drilling down'.
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- The reason for defining the orientation of the call stack is because Error_Services allows for
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multiple error conditions to be appended to an original error. In most cases this will happen when
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a procedure at the bottom of the stack generates an error condition and then returns to its
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calling procedure. This higher level procedure can optionally add more information relevant to
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itself. This continues as the call stack 'bubbles' its way back to the top to where the
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originating procedure is waiting.
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- Native OpenInsight commands that handle errors (e.g., Set_Status, Set_FSError, Set_EventStatus)
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preserve their error state until explicitly cleared. This can hinder the normal execution of code
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since subsequent procedures (usually SSPs) will fail if a pre-existing error condition exists.
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Our philosophy is that error conditions should automatically be cleared before a new procedure
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is executed to avoid this problem. However, the nature of Basic+ does not make this easy to
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automate for any given stored procedure. Therefore, if a stored procedure wants to conform to our
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philosophy then it should include a call into the 'Clear' service request at the top of the
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program. Alternatively this can be done through a common insert (see SERVICE_SETUP for example.)
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- Service modules will use the SERVICE_SETUP insert and therefore automatically clear out any
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error conditions that were set before.
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Parameters :
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Service [in] -- Name of the service being requested
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Param1-10 [in/out] -- Additional request parameter holders
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Response [out] -- Response to be sent back to the Controller (MCP) or requesting procedure
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Metadata :
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History : (Date, Initials, Notes)
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11/12/20 djs Original programmer.
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***********************************************************************************************************************/
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#pragma precomp SRP_PreCompiler
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$insert LOGICAL
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$insert SERVICE_SETUP
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Declare function SRP_Array, Math_Services
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GoToService else
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Error_Services('Set', Service : ' is not a valid service request within the ' : ServiceModule : ' services module.')
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end
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Return Response or ""
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////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////
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// Service Parameter Options
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////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////
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Options STD_DEV_TYPES = 'SAMPLE','POPULATION'
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//-----------------------------------------------------------------------------
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// SERVICES
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//-----------------------------------------------------------------------------
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Service GetStdDev(ValueList, StdDevType=STD_DEV_TYPES)
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StdDev = 0
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If ValueList NE '' then
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If StdDevType EQ '' then StdDevType = 'SAMPLE'
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Avg = 0
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Total = 0
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Deviations = ''
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ValueList = SRP_Array('Clean', ValueList, 'Trim', @VM)
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ValueCount = DCount(ValueList, @VM)
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If ValueCount GT 0 then
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For each Value in ValueList using @VM setting vPos
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Total += Value
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Next Value
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Avg = Total / ValueCount
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// Calculate Std Dev
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For each Value in ValueList using @VM setting vPos
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Deviation = Value - Avg
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Deviations<0, vPos> = Deviation ** 2
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Next Value
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DevsSum = Sum(Deviations)
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If StdDevType EQ 'SAMPLE' then
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// Std Dev for a sample, not population
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If (ValueCount - 1) GT 0 then
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Variance = DevsSum / (ValueCount - 1)
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StdDev = Variance ** 0.5
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end
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end else
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// Std Dev for a population
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Variance = DevsSum / ValueCount
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StdDev = Variance ** 0.5
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end
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Response = StdDev
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end
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end
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End Service
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Service GetCoefficientOfVariation(ValueList, StdDevType=STD_DEV_TYPES)
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ValueList = SRP_Array('Clean', ValueList, 'Trim', @VM)
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If ValueList NE '' then
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StdDev = Math_Services('GetStdDev', ValueList, StdDevType)
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NumValues = DCount(ValueList, @VM)
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Total = Sum(ValueList)
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Avg = Total / NumValues
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CV = StdDev / Avg
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Response = CV
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end
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end service
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