numberus.js v1.0.5

About

Light and powerful javascript library to handling numbers.

• Current Version: 1.0.5
• Most of algorithms have O(n) and O(log n) time complexity :star:
• Only Node.js as dependency
• 1.05K lines of code and 60 methods :gem:

Links

Download - https://www.npmjs.com/package/numberus.js

Getting Started

    import NumberusCore from 'numberus.js'  

    const instance = new NumberusCore() 

Examples

How much can I earn in Russia after tax paid? :moneybag:

    const income: number = 350 ($ per month) // tax for this average salary will be 13%    
    let result: number = number.cleanValue(87, income, 1) // 304.5 $         

I want to know part of my work as builder in % of time last evening? :hammer:

    const duration: number = 120    

    let work: number = 30   
    let result: number = number.percent(work, duration) // 25    

Is licence plate on car includes 5 on third position? :oncoming_automobile:

    const licencePlate: number = 3517

    let isInclude: boolean = number.getNumDigit(licencePlate, 3) === 5 // true     

Methods

• percent (value = 0, total = 1e2, round = 1) - returns % as ratio of value to total with rounding.

• cleanValue (value = 0, total = 1e2, round = 1) - returns number as ratio of value percent to total with rounding.

• toRound (result, round = 0) - rounds number and returs it with fractional part sized round.

• getNumDigit (num = 2e3, index = 1) - returns digit of num by index position which starts with smallest digit.

• getIntervalValue (borders = []) - generates random number inside borders.

• getCleanResidue (num = 1) - returns residue without rounding of num.

• numDigitInResidueExist (num = 1e1, position = 1) - checks if digit num by position exist in it residue.

• digitsOfNum (num = 1e1) - returns list of num's digits, each one is multiplied by powered 10.

• numResidueSum (num = 1e1) - counts sum of all digits of num's fractional part.

• getNumListByBordersMultiplicity (from = 1, to = 1e3, num = 1) - generates list of numbers, each one multiple to num.

• findNearestBaseOfPoweredNum (num = 1, list = []) - finds nearest base among list elements to power it for num.

• deleteNumDigit (num = 1, digit = 1) - delete digit from num by changing it like this: (1368, 2) => 138.

• numSimpleProgression (start = 1e3, step = 1, length = 1e1, isIncrease = true) - builds a number progression by parameters.

• numPercentProgression (num = 1, percent = 1e1, iterations = 1, round = 0) - multiplies num by iterations on percent = (1 + percent * 0.01).

• findNumListAverageQuotient (list = [], num = 1) - counts average number as quotent of each list element (devided on num without residue) division on num.

• findNearestMultipleToNum (num = 1, list = []) - finds number with minimal residue after division on num.

• getFastestNumReachByOperation (num = 1, operation = '+', coefficient = 1, list = []) - return number in list, which fastest reach num by coefficient and operation.

• analysisProgressionIterations (list = []) - analyze list of numbers and returns array of math actions and values.

• numLevelsOfMultiplicity (value = 2e3, num = 1) - count times of division value on num without residue.

• numPositionInsideBorders (num = 1, min = 1, max = 1e1, round = 0) - return % as position of num inside borders.

• buildNumBorders (min = 0, numbers = []) - build list of borders as pairs in numbers chain starts from min.

• findMaximumNumDifferenceByIndexedDistance (list = [], percent = 1e1) - looking for max difference between numbers on distance by percent of list length.

• smoothNumSymmetric (num = 1) - smooth digits of num symmetric.

• findNumListDivisionPairs (list = []) - find all pairs, which dividing one number by another without residue.

• findNumLargestDigit (num = 1) - return largest digit of given number.

• findNumListAveragePairs (list = [], num = 1) - find all pairs, which have average value equal to num.

• generateNumByDigitsRandomly (list = [], size = 1, isUniq = true) - generate num from random choosing digit from list.

• findNumDistanceByDifference (list = [], percent = 1e1) - return positions of number which have difference by % (max - min).

• findNumLargestCompareSubsequence (list = [], num = 1, isMore = true) - find largest subsequence in list, each of its elements compared with num by isMore flag.

• findNumMultiplicityList (list = [], num = 1) - filter list of numbers and returns only divided on num without residue.

• numPercentBorders (num= 1, percent = 1e1, round = 0) - return borders generated as -+ num and percent of num.

• getNumSymmmetric (digit = 1, size = 1) - build number symmetric starts with digit.

• numListDeviationPercent (list = [], num = 1) - return % of deviation among all numbers of list from num.

• findNumDigitPercentFromAll (num = 1, digit = 1, round = 0) - counts % from num as digit of num (#2 1368 - 68 into %).

• numReverse (num = 1) - just reverses given number.

• getNumDigitPart (num = 1, digit = 1) - cut off digits from num by position digit.

• exchangeNumListParts (list = []) - mix base and fractional parts among numbers of list.

• numRound (num = 1, min = 0, max = 1, forward = 1, back = 1) - rounding num by it's residue inside borders, if true up to forward, false - back.

• filterNumListByRangePercent (list = [], num = 1, from = 1, to = 1e1) - return numbers, which inside % borders of list range (difference between max and min).

• generateNumByMultipliersRandomly (list = [], size = 1) - build number from multipliers in list with length by size.

• findNumListAllPairsByMultiplicity (list = [], num = 1) - return uniq pairs of numbers, which product is a multiple to num.

• findNumListMaxRangeByMultiplicity (list = [], num = 1) - find pair of max range, which difference is multiple to num.

• filterNumListByFractionalPart (list = [], min = 0, max = 1, num = 1) - validate list of numbers by checking fractional part of each list element inside borders and multiple to num.

• findNumListLargestFractionalBaseDifference (list = []) - looking for number with largest difference between base and fractional part.

• findNumLargestSubsequenceBySchemaChanges (list = [], schema = []) - returns largest subsequence of list, which elements related to boolean schema (true - increasing).

• updateNumFractionalPartRandomly (num = 1, from = 0, to = .5, accuracy = 1) - generate new fractional part of num between borders with length by accuracy.

• transformNumByPartsExhange (num = 1) - exchange base and fractional parts of num.

• findNearestPairByDynamicRatio (list = [], ratio = 1) - find nearest to ratio pair of numbers among list and return result.

• buildNumListByChainSchema (num = 1, schema = [], forward = 1, back = 1) - build list from num by increase/decrease boolean schema with randomly steps inside borders.

• calculateNumBySchemaOperationsAndListRandomly (num = 1, schema = [], list = []) - transform num by operations in schema with list randomly.

• buildNumListByProgressionSchema (num = 1, schema = [], arithmetic = 1, geometric = 1, isIncrease = true) - build list as mixed progression (arithmetic if true and geometric if false) by boolean schema and coefficients.

• filterNumListByFractionalPartLatestDigit (list = [], from = 1, to = 1) - return only those numbers, which has latest digit in fractional part between borders.

• numFactorialMultiplicity (value = 1, num = 1) - count value factorial only with those multipliers, which multiple to num.

• findNumListUltraByMultiplicitySchema (list = [], schema = [], isMax = true) - find max/min value in list which multiple to each schema number.

• checkNumMultiplicity (num = 1, base = 1, fractional = 1) - validates parts of num, which multiple to base and fractional.

• findNumLargestSubsequenceByFractionalSchemaChanges (list = [], schema = []) - return largest subsequence in list, which elements related to boolean schema (changes of fractional part, true - increase).

• numListByAllPartsPercent (max = 1e3, parts = [], round = 2) - generate list of numbers by % parts of num + % * 0.01.

• getNumListRangeIndex (list = [], size = 1, round = 2) - split list by size and count in each range of numbers, return difference between max and min range.

• generateNumByBaseRandomly (base = 1, digits = 1) - adding digits digits to base randomly: (125, 2) => 38125.

• findNearestMultiplierOfNum (start = 1, end = 1, list = []) - find among list nearest multiplier as result of division end on start.