Smart Photographic Calculator
5.0 86
v1.6.5.19 by CYZ SOFT
About Smart Calculator
Smart Calculator (Package Name: com.cyzapps.SmartMath) is developed by CYZ SOFT and the latest version of Smart Photographic Calculator 1.6.5.19 was updated on April 23, 2020. Smart Photographic Calculator is in the category of Education. You can check all apps from the developer of Smart Photographic Calculator and find 55 alternative apps to Smart Photographic Calculator on Android. Currently this app is for free. This app can be downloaded on Android 4.0+ on APKFab or Google Play. All APK/XAPK files on APKFab.com are original and 100% safe with fast download.
Smart Photographic Calculator is a powerful tool to recognize (back camera is required), analyze, solve and plot mathematical expressions. It supports printed math expression recognition, complex number, matrix, (higher order) integral, unit conversion and 2D/3D/polar chart plotting. It is based on a powerful math engine, MFP programming language. However, to make it easy-to-use, user is not allowed to define functions.
Smart Photographic Calculator supports basic arithmetic operations like +-*/, mixed and complex fractions and power (80% accuracy), multi-variable linear equations (80% accuracy, variable name should be x, a, b, c or y), polynomial (80% accuracy, variable name should be x, a, b, c or y), (first level) integral (70% accuracy), summation (80% accuracy) and basic matrix calculation (60% accuracy). Operator can be complex values. Note that handwriting math recognition is still in beta stage.
A few questions users might ask:
Q1. Why this app recognizes math expression slower than some similar apps like photomath?
A: This is because we think more. Math expression can be extremely complicated. It can include left and right upper notes, foot notes, top expression and bottom expression. Moreover, several expressions can be combined to construct a matrix or a linear equation group. As such, difficulty is not identifying individual characters, but analyzing the structure. Photomath is very swift because it does not support very complicated math structure so that it avoids to analyze a lot of things.
Nevertheless, if just recognizing simple calculations the above analysis is not needed. To this end we are working to apply different modes to math recognition. Primary school student will soon find that Smart Photographic Calculator becomes much faster in the future releases.
Q2. Can this app recognize expressions within noisy background or from text?
A: This app has reasonable capability to filter off noise and irrelavant text. However, we cannot garantee to remove all the noise and irrelavants. So please try to take photo of math with clear background, like white paper or computer screen. Also note that camera should not be place too close to computer screen because it will see a lot of pixels.
User may argue that Photomath is able to extract expressions from irrelavant text. This is true. But seems that Photomath identifies an expression by counting the digits in the text. We cannot rely on this criterion because, very possible, a math expression may include no digit at all. But we promise our algorithm will work better in future releases.
So far our algorithm is good at handling simple expressions including only arithmetic operations. But for matrix and multi-linear expressions things are different. So if user wants to calculate expressions with matrix or multi-linear expressions, ensure a clear background first.
Q3. What are other requirements to recognize math properly?
A: First, this app can only recognize STANDARD math expressions. It cannot read text or do some calculation based on special format. As such, if user scan the following text:
what's the value of 2 plus 3?
, it will return nothing.
Also, user has to ensure that expressions are printed clearly and no shaking when taking photo.
Third, camera should not be too far away from expression and keep right angle to take photo. Otherwise if character size is too small or image of expression is inclined, nothing can be recognized.
Finally, user could retry math recognizing several times to get expression recognized.
Q4. Please show me some examples that Smart Photographic Calculator can work.
A: In the google play snapshot, we show several examples. User can also visit the following photomath website:
https://photomath.net/examples
, and try to recognize each expressions in Photomath's example list. Our app is able to process all of them except 32:8 because : is not a valid operator in Smart Photographic Calculator.
Smart Photographic Calculator supports basic arithmetic operations like +-*/, mixed and complex fractions and power (80% accuracy), multi-variable linear equations (80% accuracy, variable name should be x, a, b, c or y), polynomial (80% accuracy, variable name should be x, a, b, c or y), (first level) integral (70% accuracy), summation (80% accuracy) and basic matrix calculation (60% accuracy). Operator can be complex values. Note that handwriting math recognition is still in beta stage.
A few questions users might ask:
Q1. Why this app recognizes math expression slower than some similar apps like photomath?
A: This is because we think more. Math expression can be extremely complicated. It can include left and right upper notes, foot notes, top expression and bottom expression. Moreover, several expressions can be combined to construct a matrix or a linear equation group. As such, difficulty is not identifying individual characters, but analyzing the structure. Photomath is very swift because it does not support very complicated math structure so that it avoids to analyze a lot of things.
Nevertheless, if just recognizing simple calculations the above analysis is not needed. To this end we are working to apply different modes to math recognition. Primary school student will soon find that Smart Photographic Calculator becomes much faster in the future releases.
Q2. Can this app recognize expressions within noisy background or from text?
A: This app has reasonable capability to filter off noise and irrelavant text. However, we cannot garantee to remove all the noise and irrelavants. So please try to take photo of math with clear background, like white paper or computer screen. Also note that camera should not be place too close to computer screen because it will see a lot of pixels.
User may argue that Photomath is able to extract expressions from irrelavant text. This is true. But seems that Photomath identifies an expression by counting the digits in the text. We cannot rely on this criterion because, very possible, a math expression may include no digit at all. But we promise our algorithm will work better in future releases.
So far our algorithm is good at handling simple expressions including only arithmetic operations. But for matrix and multi-linear expressions things are different. So if user wants to calculate expressions with matrix or multi-linear expressions, ensure a clear background first.
Q3. What are other requirements to recognize math properly?
A: First, this app can only recognize STANDARD math expressions. It cannot read text or do some calculation based on special format. As such, if user scan the following text:
what's the value of 2 plus 3?
, it will return nothing.
Also, user has to ensure that expressions are printed clearly and no shaking when taking photo.
Third, camera should not be too far away from expression and keep right angle to take photo. Otherwise if character size is too small or image of expression is inclined, nothing can be recognized.
Finally, user could retry math recognizing several times to get expression recognized.
Q4. Please show me some examples that Smart Photographic Calculator can work.
A: In the google play snapshot, we show several examples. User can also visit the following photomath website:
https://photomath.net/examples
, and try to recognize each expressions in Photomath's example list. Our app is able to process all of them except 32:8 because : is not a valid operator in Smart Photographic Calculator.
Smart Calculator 1.6.5.19 Update
* 2D graph engine for expressions is improved.* Plot graph for 2-variable and 3-variable implicit functions. Note that implicit function must be an equation, not assignment, i.e. x**2+y**2=4-z**2 is invalid while x**2+y**2==4-z**2 is OK;
* Change behavior of functions size, zeros and ones;
* Performance improvement;
* A number of bug fixes for Android N and above;
Read More
Smart Calculator Features
Previous Versions
More
Requires Android: Android 4.0+
Screen DPI: 120-320dpi
SHA1: 25299aa1b8f056eefa0298fdbd4319bff60a0880
Size: 9.72 MB
What's New:
* 2D graph engine for expressions is improved.
* Plot graph for 2-variable and 3-variable implicit functions. Note that implicit function must be an equation, not assignment, i.e. x**2+y**2=4-z**2 is invalid while x**2+y**2==4-z**2 is OK;
* Change behavior of functions size, zeros and ones;
* Performance improvement;
* A number of bug fixes for Android N and above;
* Plot graph for 2-variable and 3-variable implicit functions. Note that implicit function must be an equation, not assignment, i.e. x**2+y**2=4-z**2 is invalid while x**2+y**2==4-z**2 is OK;
* Change behavior of functions size, zeros and ones;
* Performance improvement;
* A number of bug fixes for Android N and above;
Requires Android: Android 2.3.2+
Architecture: chart_example1.mfpc, chart_example2.mfpc, io.mfps, math.mfps, misc.mfps, sig_proc.mfps
Screen DPI: 120-480dpi
SHA1: ac4b503a9eda40e82266afff5d3d167711a549c6
Size: 10.89 MB
What's New:
* 2D graph engine for expressions is improved. Caching technology is implemented to store calculated results. And the expression chart is more sensative to Drag-to-move operations.
* Plot graph for 2-variable and 3-variable implicit functions. Note that implicit function must be an equation, not assignment, i.e. x**2+y**2=4-z**2 is invalid while x**2+y**2==4-z**2 can be accepted;
* Change behavior of functions size, zeros and ones;
* Performance improvement;
* A number of bug fixes;
* Plot graph for 2-variable and 3-variable implicit functions. Note that implicit function must be an equation, not assignment, i.e. x**2+y**2=4-z**2 is invalid while x**2+y**2==4-z**2 can be accepted;
* Change behavior of functions size, zeros and ones;
* Performance improvement;
* A number of bug fixes;
More Information
Package Name:
Update Date:
2020-04-23
Latest Version:
1.6.5.19
Need Update:
Available on:
Requirements:
Android 4.0+
Report:
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