DVI files are no longer remade unless there is a change in the formula

LogarithmPlotter/qml/eu/ad5001/LogarithmPlotter/js/objs/function.js

@@ -78,7 +78,8 @@ class Function extends Common.ExecutableObject {
     
     getLatexString() {
         if(this.displayMode == 'application') {
-            return `${Latex.variable(this.name)}:\\begin{array}{llll}${this.definitionDomain.latexMarkup} & \\rightarrow & ${this.destinationDomain.latexMarkup}\\\\x & \\mapsto & ${this.expression.latexMarkup}\\end{array}`
+            return `${Latex.variable(this.name)}:\\begin{array}{llll}${this.definitionDomain.latexMarkup}\\textrm{ } & \\rightarrow & \\textrm{ }${this.destinationDomain.latexMarkup}\\\\
+            x\\textrm{ } & \\mapsto & \\textrm{ }${this.expression.latexMarkup}\\end{array}`
         } else {
             return `\\begin{array}{l}${Latex.variable(this.name)}(x) = ${this.expression.latexMarkup}\\\\ D_{${this.name}} = ${this.definitionDomain.latexMarkup}\\end{array}`
         }

LogarithmPlotter/util/latex.py

@@ -80,17 +80,21 @@ class Latex(QObject):
         """
         Renders a latex string into a png file.
         """
-        export_path = path.join(self.tempdir.name, f'{hash(latex_markup)}_{font_size}_{color.rgb()}')
+        markup_hash = hash(latex_markup)
+        export_path = path.join(self.tempdir.name, f'{markup_hash}_{font_size}_{color.rgb()}')
         if self.latexSupported and not path.exists(export_path + ".png"):
             print("Rendering", latex_markup, export_path)
             # Generating file
             try:
-                self.create_latex_doc(export_path, latex_markup)
-                self.convert_latex_to_dvi(export_path)
-                self.convert_dvi_to_png(export_path, font_size, color)
-                self.cleanup(export_path)
+                latex_path = path.join(self.tempdir.name, str(markup_hash))
+                # If the formula is just recolored or the font is just changed, no need to recreate the DVI.
+                if not path.exists(latex_path + ".dvi"):
+                    self.create_latex_doc(latex_path, latex_markup)
+                    self.convert_latex_to_dvi(latex_path)
+                    self.cleanup(latex_path)
+                self.convert_dvi_to_png(latex_path, export_path, font_size, color)
             except Exception as e: # One of the processes failed. A message will be sent every time.
-                pass
+                raise e
         img = QImage(export_path + ".png");
         # Small hack, not very optimized since we load the image twice, but you can't pass a QImage to QML and expect it to be loaded
         return f'{export_path}.png,{img.width()},{img.height()}'
@@ -114,7 +118,7 @@ class Latex(QObject):
         ])
         
     
-    def convert_dvi_to_png(self, export_path: str, font_size: float, color: QColor):
+    def convert_dvi_to_png(self, dvi_path: str, export_path: str, font_size: float, color: QColor):
         """
         Converts a DVI file to a PNG file.
         Documentation: https://linux.die.net/man/1/dvipng
@@ -129,7 +133,7 @@ class Latex(QObject):
             '-D',f'{depth}',            # Depth of the image
             '-bg', 'Transparent',       # Transparent background
             '-fg',f'{fg}',              # Foreground of the wanted color.
-            f'{export_path}.dvi',       # Input file
+            f'{dvi_path}.dvi',          # Input file
             '-o',f'{export_path}.png',  # Output file
         ])
     
@@ -157,9 +161,9 @@ class Latex(QObject):
     
     def cleanup(self, export_path): 
         """
-        Removes Tex, auxiliary, logs and DVI temporary files.
+        Removes auxiliary, logs and Tex temporary files.
         """
-        for i in [".tex", ".dvi", ".aux", ".log"]:
+        for i in [".tex", ".aux", ".log"]:
             remove(export_path + i)
         
         

ci/test2.lpf

@@ -1 +1 @@
-LPFv1{"xzoom":300,"yzoom":22,"xmin":0.5,"ymax":22,"xaxisstep":"4","yaxisstep":"4","xaxislabel":"","yaxislabel":"","logscalex":true,"linewidth":2,"showxgrad":true,"showygrad":true,"textsize":14,"history":[[["CreateNewObject",["g","Function",["g",true,"#697F4E","name + value","x","ℝ⁺*","ℝ","application","above",1,true,true]]],["EditedProperty",["g","Function","expression","x","(x ^ 3)",true]],["CreateNewObject",["h","Function",["h",true,"#0CA920","name + value","x","ℝ⁺*","ℝ","application","above",1,true,true]]],["EditedProperty",["h","Function","expression","x","Integrate(\"x^3\", x)",true]],["EditedProperty",["h","Function","expression","Integrate(\"x^3\", x)","integral(0, x, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, x, \"t^3\", \"t\")","integral(0, x, \"t^3\", \"t\")",true]],["EditedProperty",["g","Function","labelX",1,2,false]],["EditedProperty",["g","Function","displayMode","application","function",false]],["EditedProperty",["g","Function","labelPosition","above","above-left",false]],["EditedProperty",["g","Function","labelX",2,1.5,false]],["EditedProperty",["g","Function","labelPosition","above-left","above",false]],["EditedProperty",["h","Function","expression","integral(0, x, \"t^3\", \"t\")","integral((x + 1), x, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral((x + 1), x, \"t^3\", \"t\")","integral(x, (x + 1), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(x, (x + 1), \"t^3\", \"t\")","integral(0, (x + 1), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, (x + 1), \"t^3\", \"t\")","integral(0, x, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, x, \"t^3\", \"t\")","integral(0, (x + 0), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, (x + 0), \"t^3\", \"t\")","integral(1, x, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(1, x, \"t^3\", \"t\")","integral(x, 0, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(x, 0, \"t^3\", \"t\")","integral(x, (x + 1), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(x, (x + 1), \"t^3\", \"t\")","integral(x, 1, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(x, 1, \"t^3\", \"t\")","integral(0, x, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","displayMode","application","function",false]],["EditedProperty",["h","Function","displayMode","function","application",false]],["EditedProperty",["h","Function","labelX",1,2,false]],["EditedProperty",["h","Function","labelPosition","above","below",false]],["EditedProperty",["h","Function","labelPosition","below","below-right",false]],["EditedProperty",["h","Function","expression","integral(0, x, \"t^3\", \"t\")","integral(0, (x - 1), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, (x - 1), \"t^3\", \"t\")","integral(0, (x - 0), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, (x - 0), \"t^3\", \"t\")","integral(0, (x + 0.01), \"t^3\", \"t\")",true]]],[]],"width":1027,"height":594,"objects":{"Function":[["f",true,"#8F6027","name + value","derivative(\"t^3\", \"t\", x)","ℝ⁺*","ℝ","application","above-left",2,true,true],["g",true,"#697F4E","name + value","(x ^ 3)","ℝ⁺*","ℝ","function","above",1.5,true,true],["h",true,"#0CA920","name + value","integral(0, (x + 0.01), \"t^3\", \"t\")","ℝ⁺*","ℝ","application","below-right",2,true,true]]},"type":"logplotv1"}
+LPFv1{"xzoom":300,"yzoom":22,"xmin":0.5,"ymax":22,"xaxisstep":"4","yaxisstep":"4","xaxislabel":"","yaxislabel":"","logscalex":true,"linewidth":2,"showxgrad":true,"showygrad":true,"textsize":20,"history":[[["CreateNewObject",["g","Function",["g",true,"#697F4E","name + value","x","ℝ⁺*","ℝ","application","above",1,true,true]]],["EditedProperty",["g","Function","expression","x","(x ^ 3)",true]],["CreateNewObject",["h","Function",["h",true,"#0CA920","name + value","x","ℝ⁺*","ℝ","application","above",1,true,true]]],["EditedProperty",["h","Function","expression","x","Integrate(\"x^3\", x)",true]],["EditedProperty",["h","Function","expression","Integrate(\"x^3\", x)","integral(0, x, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, x, \"t^3\", \"t\")","integral(0, x, \"t^3\", \"t\")",true]],["EditedProperty",["g","Function","labelX",1,2,false]],["EditedProperty",["g","Function","displayMode","application","function",false]],["EditedProperty",["g","Function","labelPosition","above","above-left",false]],["EditedProperty",["g","Function","labelX",2,1.5,false]],["EditedProperty",["g","Function","labelPosition","above-left","above",false]],["EditedProperty",["h","Function","expression","integral(0, x, \"t^3\", \"t\")","integral((x + 1), x, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral((x + 1), x, \"t^3\", \"t\")","integral(x, (x + 1), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(x, (x + 1), \"t^3\", \"t\")","integral(0, (x + 1), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, (x + 1), \"t^3\", \"t\")","integral(0, x, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, x, \"t^3\", \"t\")","integral(0, (x + 0), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, (x + 0), \"t^3\", \"t\")","integral(1, x, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(1, x, \"t^3\", \"t\")","integral(x, 0, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(x, 0, \"t^3\", \"t\")","integral(x, (x + 1), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(x, (x + 1), \"t^3\", \"t\")","integral(x, 1, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(x, 1, \"t^3\", \"t\")","integral(0, x, \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","displayMode","application","function",false]],["EditedProperty",["h","Function","displayMode","function","application",false]],["EditedProperty",["h","Function","labelX",1,2,false]],["EditedProperty",["h","Function","labelPosition","above","below",false]],["EditedProperty",["h","Function","labelPosition","below","below-right",false]],["EditedProperty",["h","Function","expression","integral(0, x, \"t^3\", \"t\")","integral(0, (x - 1), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, (x - 1), \"t^3\", \"t\")","integral(0, (x - 0), \"t^3\", \"t\")",true]],["EditedProperty",["h","Function","expression","integral(0, (x - 0), \"t^3\", \"t\")","integral(0, (x + 0.01), \"t^3\", \"t\")",true]]],[]],"width":1027,"height":594,"objects":{"Function":[["f",true,"#8F6027","name + value","derivative(\"t^3\", \"t\", x)","ℝ⁺*","ℝ","application","above-left",2,true,true],["g",true,"#697F4E","name + value","(x ^ 3)","ℝ⁺*","ℝ","function","above",1.5,true,true],["h",true,"#0CA920","name + value","integral(0, (x + 0.01), \"t^3\", \"t\")","ℝ⁺*","ℝ","application","below-right",2,true,true]]},"type":"logplotv1"}