Features:

Bug Fixes/Re-organization:

Samples:

IdeaDRIP:

	- Matrix Norm Induced by Vector Norms – Square Matrices (1-7)
	- Consistent and Compatible Norms (8-13)
	- Entry-wise Matrix Norms (14-21)
	- Entry-wise L_(2,1) and L_(p,q) Matrix Norms (22-27)
	- Entry-wise Matrix Norms: Frobenius Norm (28-45)
	- Entry-wise Matrix Norms – Max Norm (46-51)
	- Schatten Norms (52-65)
	- Monotone Norms (66-69)
	- Cut Norms (70-85)
	- Equivalence of Norms (86-93)
	- Examples of Norm Equivalence (94-105)
	- Spectral Radius Introduction (106-111)
	- Spectral Radius Definition - Matrices (112-120)

NumericalAnalysisLibrary.md

@@ -11,7 +11,7 @@ Numerical Analysis Library contains the supporting Functionality for Numerical M
 
  |        Document         | Link |
  |-------------------------|------|
- | Technical Specification | [*Latest*](https://github.com/lakshmiDRIP/DROP/blob/master/Docs/Internal/NumericalAnalysis/NumericalAnalysis_v6.46.pdf) [*Previous*](https://github.com/lakshmiDRIP/DROP/blob/master/Docs/Internal/NumericalAnalysis) |
+ | Technical Specification | [*Latest*](https://github.com/lakshmiDRIP/DROP/blob/master/Docs/Internal/NumericalAnalysis/NumericalAnalysis_v6.47.pdf) [*Previous*](https://github.com/lakshmiDRIP/DROP/blob/master/Docs/Internal/NumericalAnalysis) |
  | User Guide              |  |
  | API                     | [*Javadoc*](https://lakshmidrip.github.io/DROP/Javadoc/index.html)|
 
@@ -423,6 +423,27 @@ Numerical Analysis Library contains the supporting Functionality for Numerical M
 	* Elementary Constructions
 		* 2 × 2 Unitary Matrix
 	* References
+ * Matrix Norm
+	* Introduction
+	* Preliminaries
+	* Matrix Norms induced by Vector Norms
+		* Matrix Norms induced by Vector p-Norms
+			* p = 1, ∞
+			* Spectral Norm (p = 2)
+		* Matrix Norms induced by Vector α- and β-norms
+		* Properties
+		* Square Matrices
+	* Consistent and Compatible Norms
+	* Entry-wise Matrix Norms
+		* L (2,1) and L (p,q) Norms
+		* Frobenius Norm
+		* Max Norm
+	* Schatten Norms
+	* Monotone Norms
+	* Cut Norms
+	* Equivalence of Norms
+		* Examples of Norm Equivalence
+	* References
 
 
 ## DROP Specifications

ReleaseNotes/03_24_2024.txt

@@ -0,0 +1,15 @@
+
+Features:
+
+Bug Fixes/Re-organization:
+
+Samples:
+
+IdeaDRIP:
+
+	- Matrix Norm Induced by Vector Norms - Square Matrices (1-12)
+	- Matrix Norm Consistency and Compatible Norms (13-27)
+	- Matrix Norm Entry-wise Norms (28-47)
+	- Matrix Norm Entry-wise L_2,1 and L_p,q Norms (48-67)
+	- Matrix Norm Entry-wise Norms - Frobenius (68-112)
+	- Matrix Norm Entry-wise Norms - Max (113-120)

ReleaseNotes/03_25_2024.txt

@@ -0,0 +1,14 @@
+
+Features:
+
+Bug Fixes/Re-organization:
+
+Samples:
+
+IdeaDRIP:
+
+	- Matrix Norm Entry-wise Norms - Max (1-7)
+	- Matrix Norm Schatten Norms (8-52)
+	- Matrix Norm Monotone Norms (53-62)
+	- Matrix Norm Cut Norms (63-102)
+	- Matrix Norm Equivalence of Norms (103-120)

ReleaseNotes/03_26_2024.txt

@@ -0,0 +1,20 @@
+
+Features:
+
+Bug Fixes/Re-organization:
+
+Samples:
+
+IdeaDRIP:
+
+	- Matrix Norm Equivalence of Norms (1-17)
+	- Matrix Norm Examples of Equivalence (18-47)
+	- Matrix Norm Introduction (48-51)
+	- Matrix Norm Preliminaries (52-69)
+	- Matrix Norm Induced by Vector Norms (70-77)
+	- Matrix Norm Induced by Vector p-Norms (78-85)
+	- Matrix Norms by Vector p-Norms: p=1,∞ (86, 87)
+	- Matrix Norms by Vector p-Norms: p=2 (88-101)
+	- Matrix Norms Induced by Vector α- and β- Norms (102-111)
+	- Matrix Norm Induced by Vector p-Norms - Properties (112-117)
+	- Matrix Norm Induced by Vector Norms – Square Matrices (118-120)

ReleaseNotes/03_27_2024.txt

@@ -0,0 +1,22 @@
+
+Features:
+
+Bug Fixes/Re-organization:
+
+Samples:
+
+IdeaDRIP:
+
+	- Matrix Norm Induced by Vector Norms – Square Matrices (1-7)
+	- Consistent and Compatible Norms (8-13)
+	- Entry-wise Matrix Norms (14-21)
+	- Entry-wise L_(2,1) and L_(p,q) Matrix Norms (22-27)
+	- Entry-wise Matrix Norms: Frobenius Norm (28-45)
+	- Entry-wise Matrix Norms – Max Norm (46-51)
+	- Schatten Norms (52-65)
+	- Monotone Norms (66-69)
+	- Cut Norms (70-85)
+	- Equivalence of Norms (86-93)
+	- Examples of Norm Equivalence (94-105)
+	- Spectral Radius Introduction (106-111)
+	- Spectral Radius Definition - Matrices (112-120)