sync_up: Add meeting notes for tomorrow

[libreriscv.git] / nlnet_2021_crypto_router.mdwn

diff --git a/nlnet_2021_crypto_router.mdwn b/nlnet_2021_crypto_router.mdwn
index 202eab2afda174b977c8d3d04c8fee317fa3fef0..bfa7f5f5f999c6863005a88ed7e9a365ab421807 100644 (file)
--- a/nlnet_2021_crypto_router.mdwn
+++ b/nlnet_2021_crypto_router.mdwn
@@ -1,5 +1,8 @@
-# NL.net proposal
+# NL.net proposal 2021-02-052
 
+* [[nlnet_2021_crypto_router/discussion]]
+
+top-level bugreport: <https://bugs.libre-soc.org/show_bug.cgi?id=589>
 
 ## Project name
 
@@ -7,7 +10,7 @@ The Libre-SOC Gigabit Router
 
 ## Website / wiki 
 
-<https://libre-riscv.org/nlnet_2021_crypto_router>
+<https://libre-soc.org/nlnet_2021_crypto_router>
 
 Please be short and to the point in your answers; focus primarily on
 the what and how, not so much on the why. Add longer descriptions as
@@ -40,7 +43,7 @@ NLnet is backing the Libre-SOC project with a number of PET Grants (ending this
 * Provided Formal Correctness proofs for all OpenPOWER pipelines implemented so far
 * Implemented a parameteriseable IEEE754 HDL library including SQRT, RSQRT and CORDIC pipelines and run several hundred thousand unit tests.
 * Implemented a "data primitives" library called nmutil which provides the basis of reconfigurable pipelines suitable for Reservation Stations in OoO microarchitectures
-* Started a dynamically-reconfigureable SIMD arithmetic HDL class that transparently computes parallel results but has an API as if it were a singke Signal, to nmigen
+* Started a dynamically-reconfigureable SIMD arithmetic HDL class that transparently computes parallel results but has an API as if it were a single Signal, to nmigen
 
 These are all spin-off resulting from the overall NLnet funding to complete the creation of a hybrid 3D GPU and VPU.  
 
@@ -51,7 +54,7 @@ EUR $50,000.
 # Explain what the requested budget will be used for? 
 
 * Detailed review and documentation of the analysis of cryptographic hashing and encryption algorithms used in cryptonote and other blockchain technologies to ascertain the fundamental principles and mathematical primitives
-  - So far the list includes Rijndael (AES), SHA2, Graestl, Blake256, Chacga8, Keccac and more
+  - So far the list includes Rijndael (AES), SHA2, Graestl, Blake256, Chacga8, Keccak and more
   - From Asymmetric Cryptography comes RSA, DSA, Diffie-Helmann
     and Elliptic Curve
   - From these it is clear that the primitives involve Matrix Multiply